{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import math\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib widget\n",
    "\n",
    "def qsnr(orig, quant):\n",
    "    \"\"\"Calculate the QSNR between two tensors\n",
    "    \"\"\"\n",
    "    qerr = orig - quant\n",
    "    sum_err = np.sum(qerr * qerr)\n",
    "    sum_orig = np.sum(orig * orig)\n",
    "    if sum_err > 0:\n",
    "        if sum_orig < sum_err:\n",
    "            if sum_orig == 0:\n",
    "                return -math.inf\n",
    "            else:\n",
    "                # Means error is larger than signal\n",
    "                return -int(round(10 * math.log10(sum_err/sum_orig), 0))\n",
    "        # Error portion of signal\n",
    "        return int(round(10 * math.log10(sum_orig/sum_err), 0))\n",
    "    # Means no error\n",
    "    return math.inf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 101,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "141\n",
      "inf\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "17605391560141478e65f5e7d9ada278",
       "version_major": 2,
       "version_minor": 0
      },
      "image/png": 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zvDwAKBa9iYi4D0VRqu5zODj99NPh9/txzz33wDAMFItFfPzjHx/WPvZWbN7lTGsomZIASkjMVOTKWS7hlKZZCDhftn0NX930NyxduKLG1hIjxYwhgFMBiqIMOxQ71dDa2goA2LNnDw477DAAcBSEjBYvvPCC4++1a9div/32g0ZDALqu4zOf+QxuueUWGIaBT37ykwgGg2P2+VMZu3rfdfxdskqTNBIJCYnJRr6c4wSwOM0Wg8VyDqC6xeau1yZ3MNMYezcbkZhwBINBHH300bj66quxePFidHV14Rvf+MaY7X/79u249NJL8fnPfx6vvPIKfvrTn+JHP/qRY5vPfvazWL58OQDg2WefHbPPnuroGtzm+LsMSQAlJGYq8pad91eebiFgs8AJ4J7MttobS4wYkgBKDBu//vWvceGFF2LlypVYtmwZrrnmGpxyyiljsu9zzz0X2WwWRx55JDRNw5e//GVcdNFFjm32228/HHPMMejr68NRRx01Jp+7N6A/18VvigBQsia+olxCQmJqIC+QvumWD1y07O/WafVP4kimNyQBlKiAO18SAO69917+ePny5Xjuueccr4s5gatXr3b8DQDnnXcezjvvPMdzV155JfcXZPD5fLjuuuvw85//vOr4LMvC7t278YUvfKH2F5lmSJT6AQ2IlU0kNFWGgCUkZjAKin39l8zpdS8oCIR2jza91M2phBlbBSyxd6K7uxs/+9nP0NHRgfPPP3+yhzOhKNKQb9QklcBlDK+ARkJCYvqgIKSATDsFUPhu/bqKbbs3TeJopi+kAiixV2HWrFloaWnBL37xCzQ2Nk72cCYUZYsQvoCpArBQggwBS0jMVOSF6788zRTAoiu/+ZW3/4aFc5ZO0mimLyQBlJgy8Ao9u+EOLc8kMMLnhwaghJIiFUAJifFE70AHmuPV24NOJnKqCYBGA6ZZOkjRtbh9p+OVSRrJ9IYMAUtI7CUoU8Lnt8i6rSRDwBIS44bf/OVqnHjvyfiv335msofiibxiL4anWzSAEcC2IrnH7U5vmczhTFtIBVBCYi9BGeSG71cMADmZAyghMY7Y2PkCTFXBe+m3J3sonsgJ7d2nmwJYoIvd1f7DsXzuKhy5/IOTPKLpCUkAJST2EjDCRwggUFRmbjhcQmK8wTptZJX8ZA+lAma5jKxqM8Dpthgk9zYF+885GmedOLPcHiYSMgQsIbGXoKQwBTAAwFYEJSQkho9n1v8F3f27q76etwjxSytTT11LZhMoCX3By9PME5SFt8OBhkkeyfSGJIASEnsJeAhYIwSwpNTaWkJCohqeePke/Otr/4FL//CRqtsUqBlxWp166lpfosvx93RTAAv03haSBHBcIQmghMReAqYABvQwABkCngw88+qfcdXt5yOXz0z2UCRGgfWb/wYA6FVzVbfJUwKYmoKzZH+y2/H3dCsIy1N1MxqMT+5Apjmm4KktISHhBRbkCfoiAICiVAAnHDe+9C3cUXoZf3jsuskeisQo0JXeCQAo1FhEsU4bGVVFOpOckHHVi8FUj+Pv8jSyhDLLZeRofmMkPLO8XicakgBKSOwlYApgyCBhEUkAJx4DClGFepK7JnkkEqNBX5EQqEKNa0g0Wt7V/d54D2lYSKR7HX9PpxBwMpvgjxskARxXSAIoIbGXgOX8hf0xAEBRkQxwopHSCAnPFAYneSQSo0E/UgBqL6JEn709PdvGe0jDQjrX7/h7OhWEDSZtctsQaZrEkUx/SAIoUYFkMolzzjkH4XAYs2fPxrXXXovVq1fjkksuAQD85je/wfve9z5Eo1G0t7fj7LPPRleXnZT8xBNPQFEUPPDAA1ixYgUCgQCOPvpobNiwYZK+0fQAq0WMBMmquKgoMMvTq/pvKsMsl5GkoalsKTXJo5EYDXpVouTm1eoMMCcUf/Qkppbim8o5FyDTqStQIt0HANAtC6FAeJJHM70hCeBEwrKAQnri/w2zfdqll16KZ599Fvfddx8eeeQRPP3003jlFbsVT7FYxHe/+1289tpruPfee7F161acd955Ffu57LLL8KMf/QgvvfQSWltbcfrpp6NYnF5NyycSTPFrCDXz59K5qZWbNJ3R0beTW2/kyrIIZG9FLp9Bj05+x6KioFDw9vkTjZb7U50TMbS6kaUKtE7v7dNpGZiiIWD/DG77OVGQRtATiWIG+P6cif/c/7cbMOpbSSWTSdx222244447cNJJJwEAbrnlFsyZY4/7ggsu4I+XLFmC66+/HkcccQRSqRQikQh/7YorrsAHP0gc3G+77TbMmzcP99xzDz7xiU+MxbeacWAh4Hi0hT+XziYRDccnZ0AzDLu77HZUOat69ajE1Mbft6xDWUifSGcHYRitFduJRsuD2e6K1ycT2SJRoKOmhX5N4fnB0wGpDCWA00fUnLKQCqCEA5s3b0axWMSRRx7Jn4vFYli2bBn/e926dTj99NOxYMECRKNRnHDCCQCA7du3O/a1atUq/ripqQnLli3DW2+9Nc7fYHqiVCpy9SkWsSerbD49WUOacejqt8/vnDn1ukNI1Id3d7zq+Hsw3V+xTTqTdOTYJvOV20wmckVy3YdNMsbSNMoBTOcIATQsmeM83pAK4ETCFyJq3GR87hghnU5jzZo1WLNmDW6//Xa0trZi+/btWLNmDQqFwph9joQTItGLhGLQLQslRUEmJ3PRJgq9g/a1m4NMZdhbsbNvk+PvZKaS3PUlOhx/p4pTq+gnX84AGhA2NQDmtDKFz+ZJWoskgOMPSQAnEopSdyh2srBkyRL4fD689NJLWLBgAQAgkUhg06ZNOP7447Fx40b09vbi6quvxvz58wEAL7/8sue+1q5dy/fR39+PTZs2Yfny5RPzRaYZMjmbAIYCYfgoAcxKAjhhGEjbeWD5KdgeTKI+dGd2OmJfmWxlHq3baDlTnlpKe87MARoQtHwA8tOLABbIPU0SwPGHJIASDkSjUXzmM5/BZZddhqamJsyaNQtXXHEFVFWFoihYsGABDMPAT3/6U/zLv/wLNmzYgO9+97ue+/rOd76D5uZmtLW14etf/zpaWlpw5plnTuwXmibICQpgyB+FzwKyAHIFSQAnCoP5Pv44N42qLmca+os9gN/+m4UcRSRcRstZZMd7WMNCgfYpDikBTDcCmCuSAiufzFAbd8gjLFGBH//4x1i1ahVOO+00nHzyyTj22GOxfPlyBAIBtLa24tZbb8Vdd92FAw44AFdffTV++MMfeu7n6quvxpe//GWsXLkSHR0duP/++2EYxgR/m+kBRgBVy4Jh+OGjKT8yB3DikCoO8MfZKdgfVqI+9MG5aMrkKxXAARcBzGBqpbewNnUhlaT3lDB9GGCeFrj4LG2SRzL9IRVAiQpEo1Hcfvvt/O90Oo1vf/vbuOiiiwAAn/rUp/CpT33K8R7Lo2T/uOOOk95/Y4RsgRA9Rvx0+n+uIAngRCFdSgJ0/ZKZPvPtjEOfWoSofXgtotK5AeffUyzkn7dIDmpIm35tIXMlogAakp6MO+QRlqjAq6++io0bN+LII49EIpHAd77zHQDAGWecMckjm7nIFchNUafVfj664s8Xp1ZoajojY9nHOq0SE25VkyrF3gTRA7CxbKJfUz3TKFI0LMyKrdJTTPFlvX+DegQwAZP6GRqGf4h3Tn0UysRiSVfktTXekCFgCU/88Ic/xCGHHIKTTz4Z6XQaTz/9NFpaWoZ+o8S4IF8g5EPnCiCZxAolaUg8UchYtvWLpSjoHZxa5sASQ6O7v4N7ADaVCMFglioisnlS9dtKhb9kjY4hkwGTLgT9epA/5xXK3htRKBECaCi+SR7J9Me0JYA///nPsWLFCjQ0NKChoQGrVq3CX//6V/56LpfDxRdfjObmZkQiEZx11lno7JQ3dAA47LDDsG7dOqRSKfT19eGRRx7BwQcfXPf7V69eDcuyEI/Hx2+QMwyFIl0VuwhgvigNiScKadVp/dLTv2eSRiIxUvQnSctK3bIQACGA+VKlip4pEjLVZBISklMVJFJ9FdtNFhgBDOi2xZfoFLA3o2CSe5pPkfni441pSwDnzZuHq6++GuvWrcPLL7+ME088EWeccQbefPNNAMBXvvIV3H///bjrrrvw5JNPYvfu3fjYxz42yaOWkPBGoeRUADUaAi6WJQGcKKRdlb+9CUkA9zYM0j6zQdOCTosM8sVKFT1XImQqiiBUmt8sdoKZbHAF0LAJYG6aWEIVaX6jJIDjj2mbA3j66ac7/v6v//ov/PznP8fatWsxb9483Hzzzbjjjjtw4oknAiDtzpYvX461a9fi6KOPnowhS0hUBVcAKfHToQIwUSjJjhQThSRNSVIsC5aicDVJYu9BMt0LAAhYgI8qgAUPBTBXzgIqEFD8iJoWEpqCzr7tWL5k5YSOtxoYAfRpAZ6nmC1Mj3zggkkqnA11789nnOqYtgqgiHK5jDvvvBPpdBqrVq3CunXrUCwWcfLJJ/Nt9t9/fyxYsADPP//8JI5UYqbBLNfXxp0Ve7DQr26RS5fly0iML9KZJDIqOeYtZTL5JrO9kzkkiRGAdf0ImAp8CtE/Ch5t/Qplcr35lQAitN1aT2ISujhVQZn2/tVVH48K5KeJJVSRdtkxNEkAxxvTVgEEgDfeeAOrVq1CLpdDJBLBPffcgwMOOADr16+HYRgVOWptbW3o6Ojw3hmAfD6PfN6+WQwOTq32QBJ7F86/6Sj0qBn8/tNrEQrU7hBTpEofq4vT6aNSWSqAE4Gdne8CID6MTWUd3bqJZHZq9YeVGBrpPKnu9VsqdDr9FTzSKFivZ78WRLhI2q31parPDRMNloygaT74LAs5KNxAeW9H0SKVN34tOMSWEqPFtFYAly1bhvXr1+OFF17Av/7rv+Izn/kM/v73v494f1dddRVisRj/x1qhTSTS2UFs7v47+gZl+Glvx3p/GlsN4M331g65bZESPab8adQioWhOLYPa6Yo9vVsBAFHTQsAihQGMTEjsPcgUyKLdDw0+WmXqdQ0VqPFzQA/RdmtAMttTsd1koQxBAaTP5QvThACCEEBDH7se9hLemNYE0DAM7Lvvvli5ciWuuuoqHHLIIfjJT36C9vZ2FAoFDAwMOLbv7OxEe3t71f1dfvnlSCQS/N+OHTvG+RtUIpHuRlaxMJiX4ae9GYVCHiVqR5GrI3RTpKFejecAUgXQI3wlMfboHtgFAIiYCgKUODAyIbH3IFsg1b0GdE4ASx4EkBktB/QwNyTOeeQKThZoVBo+3bBDwNPEEaBIi60CPkkAxxvTmgC6YZom8vk8Vq5cCZ/Ph8cee4y/9vbbb2P79u1YtWpV1ff7/X5uK8P+TTRMKv6zJGCJvRPprE0e6mnnViizEDC5ZJlJarFcrPoeibFDf5pU/IZNDQGF5CZlS9Oj6nImgXn+GZYOn0aqTFnVqYgC7fwRNKLcj47lBU4FiCFg2xJq6oxvNCiC5EUHfJFJHsn0x7TNAbz88stx6qmnYsGCBUgmk7jjjjvwxBNP4KGHHkIsFsOFF16ISy+9FE1NTWhoaMCXvvQlrFq1akpUAHf2bUe6nEJQDWF28yLHa5ZlAYodApDYO5HKDPDH9eTuFMtEpdBoCJjlL5U8Ji+JsUciQ8J/IcuHgEpyk3Ll6RFym0nIlTKACvhVAz5aZVrwuIbylISE/bEpSQBJEYgCn2bwvODCNFEAC7TAJeSXBHC8MW0JYFdXF84991zs2bMHsVgMK1aswEMPPYQPfvCDAIBrr70WqqrirLPOQj6fx5o1a3DjjTdO8qgJSmYBWcWCZlZe0Ez5m0kKYLlchqIoUNXpI1hnBM+ufB32DSxMpXMFkBJAUxLAiUCyQAo+wkoAAY2EpnLW9JhwZxLyJrF3MRQ/sRkxgZJV2ec3r5gAFEoAKVGcQukWzDtA1wyuABanEEEdDQqU3AYNSQDHG9NnRnXh5ptvxtatW5HP59HV1YVHH32Ukz8ACAQCuOGGG9DX14d0Oo277767Zv7fREKlk7sXybOo+F9WFKIGjgOSySTOOecchMNhzJ49G9deey1Wr16NSy65BADwm9/8Bu973/sQjUbR3t6Os88+G11ddlHKE088AUVR8MADD2DFihUIBAI4+uijsWHDhro+/9Zbb0U8Hsd9992HAw44AH6/H9u3b0c+n8e///u/Y+7cuQiHwzjqqKPwxBNPON777LPPYvXq1QiFQmhsbMSaNWvQ3z/1qjXFEHA97dzKlACyELDGCCCmVpP6Wrjz4R/jT0/8YrKHMSJkqTFwQA0iSENTOUsW4OxtyNNFtV8NwNACAIASKq2Yciq5t0ZDjfBRO5L8FPq9xRxAlhc8XSyhuAIYiE3ySKY/pi0BnIqwLAuZYmbIf0WzhFwph0yp8rVsKYtcKYdsKYdkfrCu/Q2XKF566aV49tlncd999+GRRx7B008/jVdeeYW/XiwW8d3vfhevvfYa7r33XmzduhXnnXdexX4uu+wy/OhHP8JLL72E1tZWnH766SgW61OsMpkMfvCDH+BXv/oV3nzzTcyaNQtf/OIX8fzzz+POO+/E66+/jn/8x3/EP/zDP+Cdd94BAKxfvx4nnXQSDjjgADz//PN45plncPrpp6Ncp9feRELs21lP8naRKn2s+ldXSf6Sl3oxFdHRswM/2P1rfH/LT5DO7H09S8v0OPsUH4K+KABJAPdGsHCvXwvCoH10i14EkBKsWKQFfpUQRa9cwcmCrQD6hL7g0+N8zNNjHwlJAjjemLYh4KmIbCmLo+44asI/94WzX0CozoqqZDKJ2267DXfccQdOOukkAKRLypw5c/g2F1xwAX+8ZMkSXH/99TjiiCOQSqUQidiy/RVXXMFV19tuuw3z5s3DPffcg0984hNDjqNYLOLGG2/EIYccAgDYvn07brnlFmzfvp2P5d///d/x4IMP4pZbbsH3v/99XHPNNXjf+97nCOUfeOCBdX3viUYmZ5OgYh3VhSzUy4tAVFrBOAYE0CyXoWra0BuOApt3bUBJUVBSFLzx3vM4+uBTxvXzxhqMAOqKjkggBuSAvLJ3kG8JG6K9i58RQMVJAM1yGVmVsJBYpJVsV7INiqcCypQk6bpB7wnmtPEEzdNjHw7GJ3cgMwBSAZRwYPPmzSgWizjyyCP5c7FYDMuWLeN/r1u3DqeffjoWLFiAaDSKE044AQAhaSLEiuqmpiYsW7YMb731Vl3jMAwDK1as4H+/8cYbKJfLWLp0KSKRCP/35JNP4r333gNgK4B7A8TCj3pCN2WuAJI1m48qgGUP9WI4uPPhH+P421bgpnsuH9V+hkJ3v22ZtGnHy+P6WeOBkkWOs6roaAg2AwByrt7AElMfeUrkg74I/D5ivl6C83dM55LcoqmxoRV+6kdXmEJqe5mGfQ3NL/QF3/sJYC6fQZEe+1i4aZJHM/0hFcAJRFAP4oWzXxhyu3whh81J0nh8WeMyR/HDez1voUBXf7N8jWhuGDpvMaiPnaN6Op3GmjVrsGbNGtx+++1obW3F9u3bsWbNGhQKYxeCCAaDUOiNAABSqRQ0TcO6deugudQqpjoGg3uPc7zo/VesI7mcKX3M/8+nGjSBfXQEcO22vyBhqHi957lR7Wco9Cb38Mc7+jaN62eNBxjR1lUfGkItAICsKgng3oYCVfuCRhQBI0yfc6bI9CXsfOamhlaS85mz3zsVwBVAn587A5TKe38IOJGy87VjUUkAxxuSAE4gFEWpKxQb0PwIZEneiQ4NAZ9NbPx6AFQhh6HonvvL5lIYSHejNTYPuu4b1hiXLFkCn8+Hl156CQsWLAAAJBIJbNq0Cccffzw2btyI3t5eXH311bwTyssveys6a9eu5fvo7+/Hpk2bsHz58mGNh+Gwww5DuVxGV1cX3v/+93tus2LFCjz22GP49re/PaLPmEjkRQWwjpV72SwBmqAAan6g5J3APhz0maSbRXGc1Y2BjD2pdmd3jutnjQdEAhiPtgIAMkqtd0hMReQV294lSAlg0UUAewc7AQB+00LAH0KAVqMWppDiy656v+7ni8Lp0BUombYJYEOocRJHMjMgQ8BTEKqqQaMVwKwHLIMp3KzKVSbtruRO9FkZdCd2Dfuzo9EoPvOZz+Cyyy7D448/jjfffBMXXnghVFWFoihYsGABDMPAT3/6U2zevBn33Xcfvvvd73ru6zvf+Q4ee+wxbNiwAeeddx5aWlpw5plnDntMALB06VKcc845OPfcc3H33Xdjy5YtePHFF3HVVVfhgQceAEC8H1966SV84QtfwOuvv46NGzfi5z//OXp6pk4LJ4a8kPdXz8qdVftqqkAAAZQxukmpXyXh59EqiUMhme/jj3vMgXH9rPGASACZ6p5WFZhjUGD0iz99E6f+6iA89Pwdo96XRG3k6f0zEogj6CfFPG4COJgi94ugxfzoyHaFUV5rY4VSqQiTRkd8ugFNYQrg1MlRHCkyOeKOYJjWuOclS0gCOGWhWt55HeKtyjS9Jx/WLcSrxVE9+PGPf4xVq1bhtNNOw8knn4xjjz0Wy5cvRyAQQGtrK2699VbcddddOOCAA3D11Vfjhz/8oed+rr76anz5y1/GypUr0dHRgfvvvx+GYYxoTAApRjn33HPx1a9+FcuWLcOZZ57pUCqXLl2Khx9+GK+99hqOPPJIrFq1Cn/605+g61NP6C4IBLCelbtdhEAUXR8N65dGoUqY5TK6dXqujHN4K1W0++b2aHufXUXJIsdJVw20NM4GAFiKwtWi0eClzsew06fg6Y3/N+p9SdRGjhHAUBPCAUrsXEruYIYsVvz00gr5G+h2U8N7Vaz29fmC0KgCWJ6EqvS3Nq9DMj0wZvvL5UlkRJ9BPreTiak3M0oAADQARQBlYVVnWSZM2HeragUA1hCvD4VoNIrbb7+d/51Op/Htb38bF110EQDgU5/6FD71qU85P9PDaua4446r2/tPxHnnnedpK+Pz+fDtb3+7Zoj3hBNOwLPPPjvsz5xoiASwHqJetpgCxRRAagMzClViV/c2pGl+6XgrgOlymt9tOnXSC9kw/OP6mWMJprT6NAON0VaolgVTUdDTvwetjXOGeHdtsPB7zpSdRcYbOSp5xCJNUChxchNAZszuo/faSJDYkeSniFxSEFq+GT4/J4DFCTaFf2Xj07hg7b/i4HwAv/n82BR2sYI4TfK/CcEUOaUl3FDpT1My7TCv28+uWjcQiz4/0vDgq6++it/97nd477338Morr+Ccc84BAJxxxhkj2p9EJcS8v3r8xViuH8sBZBYW5VGoEm9tsQuSiuOc35SxBMKrKNiw+cVx/byxRpkeH13zQ9U0BOiCJ5HuHfW+mQ9d3qPzj8TYwSyXkVVse5co9ZnLK85QPou6MH+9aKiZbjeRo62OfMG+d/gNP+8LXi0laLywcdtalBUFO/Sx60DC2tnpkgBOCCQBnKJQ6erTFC7qUtl5gZtVCB67dkqjkNF/+MMf4pBDDsHJJ5+MdDqNp59+Gi0tLSPen4hTTz3VYeUi/vv+978/Jp8x1SGG9utp58bIPDOANnzUnHYUv/HWrr/bYxjn/Ka04lQ5N27bywggPc5MeQ3SwyUmrY8UrLp0KnWamI5IpPpgcXuXFoTDpMjAVBRk87b6WmQqFL0HN0TiAICcMjY5n6NFoWjfOwxf0O4KZE4sAcxRpXRAU1AqjY36WKA57zI0OTGQx3mKgsj6ZR76A2glqIBqUzZ7nrSLM6Eow+P5hx12GNatWzes94hYvXp1ze4jv/rVr5DNeq8am5pmRum/gwDWoQDaIWCSAxig1d+lUagSnYNb7PGMc35TWikBUBAyTWRUFTt66/ODnCqwQ8CEePupOpTKSgK4t6A3YedrNkZbkRbM2JOZAYRDtCiEXpuaZauFAMn5HMz0Ix4dm4XwSFEUQ8C6wbsDTbQCyArZyoqCHZ3vYfHc/Ue9TzsEPEXk1mkOSQCnKFRVAyynyucmgNXCfyQErMAC8RQM+OvrAjJRmDt37mQPYdJRNPNcf68n/07MQQMAP7WwKI2CuPXmOgBakzPeBDClknNycdHAm/4SujI7hnzPVAI7zoZO8hYNOkGlc4mq76kXpLhAkZ1FxhkDSVrda5rQdR+iwRgUyyLELt2P9hZia8WcF5gCGIvYdiSJZN/kE0BaBKJaFnTdxwvDJpwAFm0v052dm8aEANrHXmIiIEPAUxRM1hfz/ExKANnaqAwFplmpA4qLp3xx7PIzJMYOYt4fs3ipBZ6DRkPAAYOQ+uIoFsrMA5DsZ/wIoFkuI6mRgS7QSMFET7mv1lumHFg6hY8SQD81303nx4oAAvlRejpK1MZgmhDAAL1lqpoGg572qaz9OzJbJp3+xgF/CD6W85mafEupIh0fI0k8BDzKQq7HX/o/XPSLY/HSm4/VtX2hbOes7u7dPKrPZuAEUCqAEwJJAMcZtUKhtaBrdFUnEMAytX0RE2SLHg3AxUrhetqMzUQUiwWUy5OnuIh5f+W6FECWg0YISMDPTGxHPgbmAQhUVkKOJTr6dvLWWoubSHu/hLJ3ta1inRdY8Y1Bp99sITXqfbPigrxHIc6jL9yFC286GmvfeHjUnzPTkaT2LgGBXBj0/uzozW0ygmVPjwGTbDeYGRjvYXK8veVV3PrAdyvyDpkNDKuUZWkho20Lec/6G/C8fxB3v/CTurYX01h6ksP3nPVCyUVuJcYXkgCOE3w+clFmMiOzdtBpqM+hALJ+pADUKkbRlmU5ygKmQ3ugsUbfYBc2Jd7B5u730J3Yif5k94SPoeRQAIcRAqYKVMhPuhMUMTLmJnoAAqMjkkNhdxfJNfSbFmbHFwGYmm3UHn7+dzjvpiPxzKt/rniNh4BpVx6/Ra7vXHEsCCA5+Dm1crF43+s/x4uBNP744rWj/pxquPK2T+JzvzgGidTepcoOF6ncAAA7fxMAVwAzHgqgSAD9TCnMjD7ns158/+GL8KOeP+APj13veL5UZGFSMqixIoBZiywIU+XkEFsSiARQ7PQzGnB1UyqAEwKZAzhO0DQN8XgcXV3kwgiFQo7etkPBLANm0UQRQDabhaIoyOcKMC0TlqUAsGAqFtKZNHTV9lMrlYswi/bkmrPyyOWkCigimRpAuVBGf+8AHup7HC9tvRtf/eTPJ3QMJbG6u44KXEZAbAWQtqei3SjWbngYd77437joA1fhoH2PGnJ/ogcgABSGcW4OF1392wEADaaFeHQWACDtQXYmG1/d9H0gAJRevBLHHXaa4zX2azEC6KNht3x5dN59ZrmMHO3tmPX4CXIWmWT7S+NDPMxyGX82NyDvV3DLX67EJZ+4fug37aVg4XoWvgfsXM5sXlQAyeLMSQDHLuezXjCFfkfvRsfzhbKHAmiOngDmaBESI4JDQcxjThRGb4cEiOFtSQAnApIAjiPa20nLKEYChwPTLKOLrap6AU3TkUj3Im3lYVgKLFgoKkBWTSEaElevRXRlbUUrYanIJabeZDuZ6E92YdDK4qnep/Dn7j/jLOXACR9DUcj7K9fhwcdDwDqpQg1SAggA2XwGv3/xR3jc6Eb06R/gv/a9e8j9MQ9An2WhqCgoKQpy+cy4FAz1DJLevxFTRUuc5ACyNmpTpd2TqH55FWOwauuAQRVAhSj0ufLoFlfi52Y8jkmBKsX9yviYRL+78w3kKQF9ZuBJXDKCfdx499egqTo+f+bUtnDKUJLnt+xpz8cIYMEuaCjTY86qawFvojjeyNHioGTBSf5LrkIJlhfMutWMFOy8z9ZZjV40C5wApkqDo/pshjIlgKokgBMCSQDHEYqiYPbs2Zg1axaKxeH7JP3H3V9BQVHwXwddjoMXr8KNf7oRD5pv45BCGHkUsNEo4qPG4Tj/w1fy97y9dT1+8O4P+N9LCiqu+6d7x+DbTB/ccdd38CDeRY4a7xbKE5+PJiZs168AKjAoAYwEo/y1TD6JPFWK0nXeiLsTpAq3pQTsIREkpLODIyaAnb270Nm7DSuWHlPx2kCaLGTClo625vn0+yjoT3ajOd4+os8ba9z/9C/54zYlXvE6I4B+SgANhSixhfLoiqwGUrZyYioKEqk+NMZa+XMFulDo1canQGTjNtvu6W2/iSdevger3/fRut+/u3sbfp78KwDgsDdOxJEHnzzmYxwrsHC9IUx7pNuH5Qjls/xcFaJSqAIwkSmMDdGpBxlaOZ8uOlVHuwqY/M2cAUbbFzxH7YiySn1zlVjIlsLYFBt6hd8lxg+SAE4ANE2DNgKlI5vdjS5dRUf/FhwR+AB6M7uwR92D/QpNyFkF7EEKfeU9CAQC/D3pfD/2FPbwv5Wi5XhdAujN7kLObys3RXMSCCBEAji0Qsu2ZgbQ4WADfy2TTfGQcq7O8A1TPMKmCmYdnsoMjpiQfen/Poy3/GV8Y9uF+KcPXuJ4bTBHVK4QAmhuaINmWSgrCjp6d04ZAvjizoe4JY5XNWWRhsiZ/Y5fI0RwtN59ybQz7657YI+TANJJuU9XkUj1IRYZW5/MHT3O8OI9r94wLAK4q+td/vj3L/z31CaAJaKi+qltCgD4LBVAGfmCrbCWzSKggnfYAADD0gCYyAlK4XiDdS1Ju1oEugsldJoWUk8koRaY4pipMz+35CCAY3MP5eF3mQM4IZA0ewojWiaXeM8gqbAqUMXKUPzwgeUgOVdeKVeVWq+GKeFeP5XAJu0gtdApTIIBb0m4Wdfj5ce28dMcNMPwQxMqGNnqP1fnd2G9iA1o0Ol+UtmRqxtv+ck59v1dv+IN3RlSxQEAQFgJQtU0RGhFZc+As3Jw07b1OPemI/Dj31884nGMBGa5jDdV2yS45PJTM8tlTgCZ/Y6fGkKP9txxV5UODDrTRcTK4Le3vDKqz/JCZ3IbAKClRD7nNXVPrc0r0Jvo4I+fV3eiPzHxBVX1Im/Sc56G7wFGAG1TY8D+/TWHUkjuxbnixBDAZHoABRqaz8C5qHMXStgK4OhSfTJUUqw3P7coXCeD6tjMMawvuiqpyYRAHuUpjCC9ASWzJExUoEqVXw3AoKvYoisHKZMjk3grvaHnVeLSLmEjD7LKjFNvj4luog44w771ePDxECQlgADgo2/L5lJcUczVGb5hBFC3VG6FkR4DiwtTUfDDP/yL47k0rSoMayRvMWSSL9M/aJOHXD6D8x47B68Gcrgj8+SoxzEcPPnKvejS7Vuhuyo7V7SvMZZ76dcJESzU0cWlFtLZAcffAykngcoL58bmPa+P6rO80FcghHO/cpyMRx2e8jKQsolzUlNxy4NXjNnYxhp5eq80hKI5nRI7kQAyQ2WHAkjvt+4F93ihZ8C+NtJwLjLKZRaiJmDdaUYTAjbLZf7bp9T6Wt6JC6UBbWza5JU9CnAkxg/yKE9hMCNStipiypWhBewcJFf4MkN9ycKmiliZ3BDe2zn2E8fejDwNq0VNcoMvYuIJYHG4CiD9n+WgAeDmtJlCmiuKuTorAdmE54NthpsZRYK737S/w8MFZxvBDFVeIgbpqBAyyXktWkd86/ZPIKlRNWaYJGS0eGvHC46/3QQwK3jEhQKE+AV9tAq7DhPvWmALNobBjDMknBPOjd3972Ks0W+S79ZmkOKcgjK8iEEi7SSsLyaeH7vBjTHyfAEtXEOUAIqmxsyXU1VEBXBiCWC/0LYu7VLX3DmArDvNaLoCJbMJ7tXJ8nOHgnid5FUF3QJpHSlYtyttmO1LJUYGeZSnMHR+cyI3LqY2BPUQtwNxh6BylAAaloogVVqSLpVhpoMRwLBFQifFCW6hBDjz/uqhn+4cNMBWAHP5NFcU6/XXYx5eOjRbScyP3NNO9BF0qwFpavrc4Cf5a0F6XjNj3nQmiUfVrXz75tLEegS6w3olVy5VJmeHtIMBUnwTNCgBVEanerhtRVI5FwEU7tDdmbEx2xXRp5HfZn7jUgBEwc3m6684TuZJhSpLpxisQ4F+ct2f8J3fnINkemCYox0dClRJC+h2oROz8xE97bgCqNoE0KCVtoVRVn3Xi76kvThKuUKyJa6S0RAwI4CjCAF39+12/L2nZ9uQ73EvlLbtHn1/b1aBLUPAEwN5lKcwmAzOkn6Z2uDXw/CrRPYvukJQWVrN5oPKM1jEBGcJW1WJKLSd2iS04BLDvqU6BC+2TdAQJi+6i3zRJoCZOvN3WD6prujcCmOkCe65fAam4CNoKQrSgmqWpvYS8XAbACBAiXe6QMhPX6KDE1xgfLuSeIGFw1lOZdEVShOJcYAV4fhjALy7dwwHGVcnkXTeVgRLpSJywnHpL46N1xqDWS6jm0Y5D1iwij+fHEYqAPsNW0vkXlXP+Xf9um/hLvN1XHL7qfUPdgyQp/fKgG4volgfXTGSwoqANEEBZHmDE5UvLCqrg6qCQkEgqK4QMOtOUx7FddOXcKp33f07h3yPe6G0u2f0qUYl1u1K9gKZEEgCOIXBclBYa6ICnUiDvgi/6Asu9Yo16PZZGnQ6sRdKExO22FvACaBO1JziKFWckUAkgEOZMJdKRR6eYS3gAEAHI24ZHv6pN4eLnVOG4vP0QhsO0h7FIwNJ0VePjC0aJCHgIE1fSBcJSRzMOFWw8TSl9gJTdVhxintiy9EFlM+yuEefTQBHl3ifdxHAjEAAE6leWCIBxNgWIDAPQNWycNiyE6BQAjyYrt90OlMi428y6W9ax/m3yU+O74v+FHZ2bR3mqEcOfv80bAslH8ulFgigSReEPtWuFjbogrtgTgwBTGXt38BSFIciV3JVyjJz8tGEgPtTzuKj3sGhw7nuhVLX4NCkcSgw9VVVJAGcCEgCOIXBqtBYDmCBXnAhfwNPQi+6cpDy1OrAB1vZkf2AncjSSarBR0KSk6EAiqrfUHlX2bw98QdFAkh/33wxy2/+ReolNxQYAdQFApgvjkwpzmQrcwfFlllsbKx7SZDmYGUpeXAXn+TrTEIfK7AUizBNmSi6Qmn5AltU2c9HQuTcGS0BZNYkDOyYAEBvwjkp96tjm6vKPACbyxbCoaidC5qrvxo8WybHpkklhDinKsjkahPVfQSJ94YHvjycIY8KzOcuZNgWSjYBtImdrQDaBJAtuCcqXziVH3D8vavbVtfK3KfQWZk+mpElUj2OvwczPVW2tMHymFn+b396eBXkXijzCmxJACcCkgBOYegsP4WGLvIqI4AxBHyECLjVq3yJWcXoPISclwSQo1DI89Zb8RBpS1YY5SQ+onEIBNBSFEelqRvihBoMVBLAYinnIC2dvUOvxFnls081oNPzpDBSApgjpEWxLIRoLlhKyDtl35VNVEFaDZy1yOexPDhDKCRJZp2q4HiiYDECSI6Duy9yvsAqpu3nGkJEzcyN8g6ad6nzIiEcdBH5bp2owWMF5gHYXCZExxiBHRBrG9bkt70LO3t31HyP2N/8cbyLgeTQZGO0MMtldFEz7QWzlvPneRcNYRHIqml1QQFkvo+jrfquF6xtHUN3v31M7RAwOVGDAXI91ZNKUg2pnFP1HczWQwDJ79hCD10iP/oUBU4ApQI4IZi2BPCqq67CEUccgWg0ilmzZuHMM8/E22+/7dgml8vh4osvRnNzMyKRCM466yx0dnZW2ePEgxFAtuJjakMkGEOAVyG6CCDN7fIpPj6xlyQB5OgTfNZaoqTysR4blrGGO8yZrkF4cqICaFSGgPOlnOPm35twJnR7oUT1Ap9iwMcXCiNLFUjnWeER4KeHUvSjZIQq5CehtzANwWVp2I1VH0cFAjiYst8/3mDqT9CiapDrfMh5EMB4QwsAYtY7GrWyYDqPudhbeDBNJuFY2YRmWSgpCt7e9hp27HkHH//FIbj69gtG/LmA7QHYCHJOMQVQrHoeCqxtWNTfxMl/d1/tBYh4tNKqis27Rl88MBQ273oLSU2FYll43wEf4M8zklcWUmmYobKu2X6BfME9QdECsTMJAPQm7ZAss19hBDAcIIrmaFIn3ATQrUB6gS06m8rkOKVKo1+0lbn6KgngRGDaEsAnn3wSF198MdauXYtHHnkExWIRp5xyCtJpezL9yle+gvvvvx933XUXnnzySezevRsf+9jHJnHUTrCbE+/yQK/vaLgZIT+rQnROVqyazVAMbiMzGZ0uphq+879n46u/WoNeaq+gWRYao6QLxUQrgKVS0VH0AJBuHtXACKBmWTAM0cOM/r7lnEO16neZCXuBVT77NAO6VWmFMRzkKAH0WRYMmhYkWsqwiSlAlYqwESfvo1WZLMQdtEg+GuAMIY83mMIepK1A3EUohSIlgMJzsQhRvKw6Q+7VkHcd85xwrbIq6ZCpoKVEjsu7O17BIy/fgbf9Jp7MvjjizwWA3jw5T5r1ZgB2v9vh2AEx38lIoBFh+tv3DtYOBbpz1XKjqD6vF+vfId6SbSUgHm3hz/N7rKgAWkwBFAggXXiNtuq7XrDQOsNAxhYmuAJIf68QJYCjSZ1wt7irp6UkX9gxS7IxUEdNjwIcifHDtD3KDz74oOPvW2+9FbNmzcK6detw/PHHI5FI4Oabb8Ydd9yBE088EQBwyy23YPny5Vi7di2OPvroyRi2A6xCjeWk8Ny1cBOCfrbqc95MWTjLUP3QyjS0Nwm9bqcSnn7lPtxlvQH4gAP//hcAQMi0EA7GAQD5Ca46TXsoLJkaqgsrztBdPFVjBL/kJID15O+UaO6ooQW4F9pIUwUYQfWB9Va1w8JiAUuEWqhEg81ABsjSpHxmXeSzFPgtE1lFcYSQxxuMAIbUIIBUhZLCCaDQnqpRIBH9g12O9m0iXn9nLe59/np85Kgv4NBlx1W8XjDzgEbIc1FReE9nwA4D+i0FmqWiExYG0t280r9Xs2CWy7wwZTjI5TPYqHUDUDE3Rixg7Grw+glZRikDUBALtXJ/R3dBgRukY4V9LEWFe7ywues1AEBb2e943qf6ANMmfYC3Ahj0kXO3MMqq73qRK2cd8kwyby8ySqZTAQwJfcHTuSSi4fiwPy9TchUjlYb+Tdg9J6D4AaQqOuiMBGVIBXAiMW0VQDcSCXIzbWoiydvr1q1DsVjEySfbvSv3339/LFiwAM8/PzXMTH0qa/FTQiaX5hNpY6QZ4QBJuq4kgDS0pwV4FTGzkZloZHLpKdGG7s51P+KPdw+8AwAIWEAkOPrQyUiQzNira9aGLZuroQAKVagieO5eOe9QFAezQ+fiFOmiwtACPNWgZI6QANLx6ZatImWpopASQtsherzjYUKWWM/RHK9cV3kY0quyeLzA1NCgxlQeZ1FOntvE2O8xDD9Pfh9IVyqApVIRX/v1aTj/mc/iLusN3PTk5VU+m1yb8TLZV15I5U/RYgzDUoVwfwZ5Skizqopd3UP7tXnh5geuQJeuIl428ek1/w8ARmQHxGxfGiNtCFrM37H2AsSdq5abAJuqPemtAIBWrdnxvE67gpQdOYDkO/kEAhgKeC+4xwt517WYKtrXg8krZcn1Hw3F+GtJV0V9vchRwscqwbPW0OkgXNmnRV2j6UTCwEPA6rTVpqYUZgQBNE0Tl1xyCY499lgcdNBBAICOjg4YhoF4PO7Ytq2tDR0d3iXw+Xweg4ODjn/jCTFBuW/Q9oVqirUjEmI2FM73sKpgvxbkXkrFCbIuELGjYzNOvf1IXPCrVUNvPI7YsmsjXtBtQtSdI+GpgKkgwhRAVRnT5PqhkKHqlmJZCJp2N49q4EUIrue5UXgpxxcHAJDKDQw5hhINZRl6EDrdc2GECwVWPeyzFN5blZG6lBDajobiAIDGKPEDZOQhx94PVahEHXlXkuGCXTNhagtkucyQiyVmmu282ALMNiVVSXiefvU+/FXbxvu5Zi1vFZ4t2BpoV5q8YqsouQI5Bn5Ls1XaQgYFoRvFO9uH3x/YLJfxSO9DAID3K0sRi5BFsZ0LWj8hS9Hv1xKbgyDtlsHMoavBTQBHWn0+HHSVyT1gTnix43lG8sTWjIzIsBZrAPiCe7RV3/UixxcGZCzpsn0dsW4ZLAQcDtgKYGqkBJDmojaVGQGsHTUyy2XesSek0yKUMciPZMdehoAnBjOCAF588cXYsGED7rzzzlHt56qrrkIsFuP/5s+fP0Yj9Aa/OVllDAySHBDdIpYNUWpDkXP5bnECqAcrbGQmEo+tux19uopNvolpnl4NNz/ydUdrsT5zAAAQsFTEok38+YnsSsDCo4bl7OZRDXlBYRPBwiQ5V7jGnc/jBebh5fcF7W4IIzS5zQshUkZUmIqUEUK5QT+pAm6Jk+Ib1nO0UGLfTxtRHtpowchwxB/nz4lmyAVGAC0XATTZtpWEp2vAWQlbbXJk6mPUJNd6XsgxY6FeA7pNAMtZR9eKbV3DL6D401O/xHuGBb9p4bMnf48/zxTleo3jk+kBfm21Ns1HAE6D72pgoUOmoE4EAezUiKK2pO0Qx/M67ahUVsQQMBkXa7EGABFa9T1R6SJMCW4tkd89IyhyXAGkv5eqafxYjjSfMkcJX3OZ3AuyQ3R0EdNYQnTh5PbPHAlMTgB9Q2wpMRaY9gTwi1/8Iv785z/j8ccfx7x58/jz7e3tKBQKGBgYcGzf2dmJ9vZ2z31dfvnlSCQS/N+OHbXtDkYLcXU6SMNMAXqhN4QJeSkpTt8tmwCGKmxkJhKbe0j/4ewE93V1Y1OB+GexCsVeldrkQEMsbIeDhmN+O1owdcuwLEc3j2rIe+SgAbYCmCs7J1B3Po8XmIdXwBe2E+HNkZ0nzGhcBzEgB+ywKSO7ftM2UW5rJgunEi2gEPsS256EE7dwYGQ4LBBAUUkp0kINd4N6P1U70x6KazLrDAtXmxzZ9RpRSBhNVJgYsTcUHy/UKZZzjpzezsGt3l+KIp1J4vVNzzmee27z/QCAw4sxLJl/IH/eqy9uLYh2Q21NcxGk32Go86/E7EssRgDH16i+P9GNLp185mH7neB4jZG8smBNwzRYMQewgarX+QlKF2FKMKvQzij24qxMu2WogiLNLHzSw/BwFMEVR4To59VW88RQc9gg6mhpTELArABHKoATgWlLAC3Lwhe/+EXcc889+Nvf/obFi53S/8qVK+Hz+fDYY4/x595++21s374dq1Z5hy39fj8aGhoc/8YTPpafopS5ysBsNuKCeiX6hbHJLGhEKmxkJhK7c2RyKCnKhPf8FNFHzXMXF8nNvIveV/yWDsPw87y6hCuPayDZg/uf+vW45DAyUuSznN08qoHlcFaEgOnvm3Pl67grCL3ALBz8vhDPNS2NcKHAjMZ1S+VqIiMRjOyK+YvNDW287VpH73a+rU/RYVBSNdKuJCMBI8Mho4ErKaIZcpEef80VAvbXUCvdthrVJkdWVRrVyL0kJxBAViFsKIbjuJaESuG+bO2ODf/+2w/hnOc/j3sfv4k/t6tE0iD2jR7o2NauBq+PkHUPkGs8UjZhGH4ENUIe3AsSN3hbQ9O2MRoP7OjYjLNvOhzf+MPHYSkKYmXTQXgBO8wr/j6sStlPO2wAQJQuuAuutmzjhRw9J5s08rkpITWg7MoBBOxIQq1c4lrghFOLAxi6pR9bICmWhXCAvKdWDqBZLmPb7k1DjoMpsZoqFcCJwLQlgBdffDF++9vf4o477kA0GkVHRwc6OjqQzZKbWywWw4UXXohLL70Ujz/+ONatW4fzzz8fq1atmhIVwABg6OzmZPEJyS/kfai8dZOd48aq1IJGpMJGZiKxR7VvRH2JoW1JxgO5fAY9dOU/TyWqLgtZGTTEwCb8tKvq9Oq7LsD/23It/u3XJ2Oskc0zUuTs5lEN7DXNpQCyPJmcy+YnZw49gfMKPiPCCeBIlWJOAKHCR2lqnpIIXiEszCeqpvG2az0Du7ii5VN0Oww5jDy00YIl9geMiKeSUqLjY1XXDAZVzNymvQCQpvl7Ad5ezntCZddrg0HU6KzwEewY+h0EMO9oR9Zfrq5c5/IZrNfJwmbjHmIZY5bL2OYj32fFQqcaJn5GPegZIH6TzP6F5YIxc2gvFAp53jea3cuKI7QfGgp/feFmvBEo4imDHIP2UqWqxBRA8fdhaqDhs3MAGxuEqu8JMK7O0gKpWSEStUoJhIwVSqjwIIDDqOAWkaMEsCUwm35ebaUzwwuU7Hmqlp/qJb/+IE575Czc8dCPqm4D2AqgJIATg2lLAH/+858jkUhg9erVmD17Nv/3+9//nm9z7bXX4rTTTsNZZ52F448/Hu3t7bj77rsncdRO+HS7uipbYGFDcmGqmiYkoQ/w97DJLORvsG1kMLEEMJkewG5hxu9PTg4B3Lj1FZQVBT7LwryG/Ryv+al3FSs6cCdPv2JuBgA8afTgxTceHdNxMULng8IVwEINwlOskoPGft+8qwlUro5cviI/T6K8z+lIk7hFBdBw9VZlE5L7dh6i6k/fYAfPPfTBx4tIquWFbXj3BXz+F8fhoefvGNFYPcfPjkUg4qmk2AqgiwBalIB7hKuztM9xjCbVl1CFAFLVpDHMCmNUXpDELGEMLch/66JZcCi1CVQ/bx5aewdSGhlzqjAAAFj/znMY1FToloVjD/mwY3u7GKg+AphIk8K0IP3NWCiwVgGBqJYGWFh7nBRANxmahVjFNgZtqekIASvsNVsBbAg18grZRMouyBsvZOkY5jYRi56kZnv8mSazShEIIL2PZEdoqcOU5/Y4iZTl1dqRG9YtxrAs+KlJdrVFzoPP3Y7HDXLMHtt6V81xmHRB5JMEcEIwbQmgZVme/8477zy+TSAQwA033IC+vj6k02ncfffdVfP/JgN+n72ysq1AbBLAuy4IjcPtyaxBCO1NrBXLCxsecVSlDiTH/4bphXd3Eu+v1hLQEp3reC2gkGNbLYw3t2x33Lj+uf8Y01Awy2/TLYWTulr9mlnSvzsEyRTenOIk+LkhErgB2+w4GIjCRxPhiyNUiu3xqXZvVUqavM5bANwzbiDdzavUfarBFcRCla4kdz5zDZ7zJ3DPGz8f0Vi9wI5FyB/1VFJKvG+yWwGkBNDDM42F4aO0ure6AkjbaQnnJ+sBXKDEOKAF4VNslVZUavvV6r/ZC5sf4I/TJXJ+v/QW8cFcUFQq/OLYpFtvMRCzG2L2L5EAbY+nVB+TmK/s5yHn8QmpiouI2UULxy86s2IbpvKJlcmcAAoKoLjgTqRG3/KsFsxyGRmqwO075xA6JgXbOoiFFbOsERVAfZS5s1mqMM5r2Z8T3T09W6tvz/OYAb9BiLLXr26Wy7h5w3/zv98wkjWN0xkRF/MvJcYP05YATgew1WlJsbjKoAs/Geu6wHqpAnaVWjgY5zYy5QlqX8Tw5vZnHH8PZkbeKWE02NlLWv81mT60xp0V236a+8OISdZFAEU17LVAAU+9et+YjYsrgJZie/mVqk+CTCFxE0AfJ4DO3zdXh+LLPLwiwQYhD2pk5wnLSdOh8bxVZkgukl0RQRo+Hcz2ckLjU/3cu7JaIcJAkUy+BYxdZTsjgOFAzFNJYcUx7gb1BiVlXi30ctTHLWKxQq4qBJBezq2xeTyloy9B8vqYRYxfDznC9EXh9+2p0R94U3Ezf5w1CRl6t48UZ81DU8X2PkFlrAcsz5G10IuFWHu86udRTlBWDTgXC2MNdg4dlYvg4c9uwCdPubRiG5bnJxJ0RgAZsWGYKI/KRKoPZXp9LpyzHAvo4bn9b98HYHfLUIXz0VdHKkktZOjntcRn8/SMrv7qLSWzgnl7wEfmKa8Q8G8f+gE2+svwmxYaSyayqor/e/ynVffLCKAmCeCEQBLAKQxxZcW90iz7omfhYPGGxKrUGkJxh43MeGLtGw/jnJtW4o+P3QAA2JFwJvtOZFcHEd1pkqTeiCjmtu7jeC2gs/6nzLjYGS5yJzR39o/McNcLeSFnjrXrq6UAMoVEd+WgMYKfc7fWUmtX4zk8vAINwiQ4sio+NoHrigaDq4k0jFmkBR5uCxVKjNL5AR7SJAogIQXVVKFBK033P4aKLL1mwqG4ZxVyNQLop2TXbdoLADmQ8YdpZWxRqdiEfjb5PxpuRIhOvCxlokCJXtAXgUE/q2QVHddzSVHw3o4NFfvd3b0N7xr2dmmal8cKQBZGllW8xyd8Rj1IU3PiIE2niEdYGLv6eZTlfZUt26jeo1XlNXd8Dl/51Smeynsun8HuOgyw80JxUTUEDLbItp9jVcrsNYZ6PCpff2ctdux5Z8ix1UL3gN1Krzk2CyeESU76k/lXSA4lI4CCIm3nzg4/nJ7OJPn9oDk2B2GanuHuKb55x5v8sZjbG/SzEHDlvt/tfhUAqTg/3CL2Ty/seaTqWGwLHkkAJwKSAE5hiCsrVpnnEyYhA6xiktyQSqUiv5Cj4SZPk9PxwP+9eB1eDxTwyHu/AwDsKTtz/uoxJh4P9BdJsnajrwULZzsnvKCPJKwz89ucK+fMTYbYMR4LcN87qLZZd41E+Go5aEwVyroq9jJDmNUmhe4cDeFG+GmuU3GE50mREiQdGs8nZOHkQtH+riIYaUgXk3xbQwtwFapQJY8soZDjVByjnqyZXJqrLQ3hJiEH0VZSqiqATO30IoA0jBrRInS8lZ9tlsvI8QVbE4L0Z0tQY2lWIRw0bJW2aJVQdCm17+56rWLff3n+Zv69AOLrVqsABICgMtaXCpChYeWgSu5TzTGSPpOuMavk83ZbQ5Zz6KU4/in3HB717cHfXq7Myb7w1vfjzD9/yEFIvMDyUJlS6wW2yBYpL69SNsKObYfyqNzdvQ0XPPNZXPTAR0eVMtI3SBTgkGlC13343Ie/j4ayiQ6fgv998L/sfrkOBZCZwg+/eKpHIJytje0I0e+ZSNv38R/d+a8442+fxH//7vMABPN3KAhQAuh1jmdpekRYDeP9Sz4KAHhD70c6430M7S4sfs/XJcYWkgBOYfiF1WnBYzXLLDNY704xNyUeaXbYyIwndpeISXWeTnq7dRr+oi722TqMiccD/SA3mdbwPETDce4FCABBg5iXct86V+6MmzTXa45bD+yiCY2bOdcKgzFDYJ+rPya7SaYZ6WddA4ao4BNb0UVDcfh5qsHICGDJYgqgDoMRFapeiRXCIlj7qGwpxcmcoQXsPLQqYcgBqi4VqoSrX3zjUUee2VAYECo6GyJxW0kRFgTMdkN3HX+/Rr37PHLmmK1Gg4/kxRU9/OOS2QSviI1GmiryUfMK8yeM2soqyty4mmFn99sV+97S+wYAkvsGAGm1XLMABAD/7eotGmNhZdZCryVO8hgzqopc3vt6sSMZtgLoZVPFcuA2d6x3PG+Wy9hk5JFVVbz+7jMV7xPBCKCvJgFk5IXm4hbynDgbFSFgZtnkXWm7adsryKsKdvoUvLuzNjmtBZYzHaKXY2OsFcdaiwAAj3X8mUcnvBTAWpGEaugdYN2RLAT8IZ6bmRaI7vrESwCArUlyruW5ebuKoJ8scrxaajJHgoAWxOnHXYh42URSU/Hg2t94jkXmAE4sJAGcwgga9sqKE0DBDY6RF0YQEkmbAEbDcYeNzHhiFyV8LGSV0MiNoL3kHN9Eg3kAzmsm6l+sbN+gwn7iu8Y7LLhWzmWXipYdQ2NibnsCu8VXrW4t/TlCsGOqs4qRtwqkN94Y81VTlZokKE1NrxXLQtAfgp8pzSM8T7hCpuj2vihJYeetO3zNPeOsLFe0/HqwZhgyk0ujn55bXj1Zf33/t3HhK1/B//vNGXWPPZWxj0U0GOPjFPP62Fjc7an89DsUPMaapeQtFiR9j73UkUHheo1HWyoS+ZkpdCQQ5yptCWW7iwvL1UpVGtKzsHRLmZwjKdXCpu1kEp9dREUBCIBhFwOxal/WCYIZfANOk2gRhSJbENhV7G77oXQmyc/pjsQWx2u7e3fw7kdJofjN87NYdXkNMhGm5IWpfqL/JAttMohtDl9841Gc9YtD8Kv7vsVfF3OdX3n7MYwUzNYrIKRNHLsPOad71YKtAAoLEn2YFj4i+mjKAUtB8NPq9izt6GKWy9jso/2nQf63zdtVhPgxrGypyTqMBPUIDMOPfYtk29d2PO45FnaLZnOXxPhCEsApjEDAXlnxSkmhRY5dhUjIyyAzizYt6LqP28iMZwh484430avT1adSRjqT5KvpKGiOlEeV5HijVCqim87X+84jlXQR0z7dw36izLiNixkYGWKqWrWq1BGNjSoTmqLxdn21Eu8HaPu6RqPF8bz7JhkxbYLS2Vu9Sw3LGfVbtLqxRginHpS4QuZDQGdkkhw3ViGsu8KnQeoZlzPzNgH0hWqGITfv3ABLqU4An93zIADgeX2PQ9mrhVSaTHIGPRZe3TB4g3oXAQxS+4uCh2LGfNyawsRXraxUGggz83HdshAKhHn+YY7mybHczmioSSDWJjeubqOsZSBfWWXPzqeYQsaYVBV0DGwlz1nehMg/zPsFD3P7ycIkFAgjSFX27ioFBHZXG5u0uH1K+4VIRk/eaXT97vZX+eOUh/+iCJ5aoFYnE+zcZ79PVlg4BQMuAiikizzy2m+wyW/i0Y777fEIuc7vddlh+d3d2/DM+r/UHKsIXlwj3K9CtBdxQbF4uzRVIID2QnL4CqBt5+P0SGWL3rUbHsYgtRPK0OIr+3fUEAraDRFSWedvws6RkI8sEvYJkcX45txmeEEqgBMLSQCnMMSVVcEjnMHJCyUnKdq/1G8xJ3tmcVA5WX7rtk/grF8cgs7eXaMa49q/P8gf5xWTVzACQFShKs8EmvoyvLP9dRQVBZplYf9FhwMAwsLEx1rpuY2LGZgiwMIw7tdHAxbu9Sm6MAk6V869Ax3YtG09AGCAer21RpyVzG4CaFgaNx7uGaj+u7IQIzM9DhosT22ECiAdu67qPG2BEUB23rrDpyEags+j6GhLx3MIPUjVtg67762bABYKeWzUCbHNqCp+92htw1kGVkHPrhmdh+RtssZDwKqbALIFWuVYM6y6V6g+z+ST+Oqv1uBjv1iBh5//He/uw34zO5GfEkC6j2i4kRfqEAJIiSFVarxC0Ez9ivvIeV5WFOxOkraIDQhVbA/YrgP15leyfrGRgF1RzEyheweHIoCKrWC7CGBCIO+9ppNQ7Oy2C8yGSi1h5xALbXshIKh8mXwS+YJ9nbtzAMV0kTztdrJbKwjvt8e6J7uVP770njPxhfVfq9tPlBFAvxDtCQqLNNNiBNB+XeMejsOvqB7MMMVRpZ9Lc4tpS7+1G//Mt83Qc73II1IawsGoPfasM9rDUiHYgvuIff8BAPCeL+fZUYUrgD6pAE4EJAGcwggJFxYL6YjhDFYxyard2OqL+QOKNjJuPFd8E5v8Jh5ce+uoxvhu5zp7jIqFfpq/YpgWQiq5aeVGsCodLTbtIEpBS4nktQB2RSYAxCJETeP+ai4Fjh2zEKvSHUOvMuazpsNnE0BXHtTn/nAKzvnbP+Pd7RvQr5Gb6Jxmp5m1mwBqUBGmZKJvsLPq56cFF3+AeAECth3KcGErgAbPrWQdLriHnksBZKbBOaXE1daAEba7CngogLt63+OP3WN99MXfc5UCAF7oqi8Elxb8zMg4qSIr/N6lKgpgiKYRFFyKWalU5LYac4Tq81Q2hYd9u/GO38JXN30ff3zxWgD29WrncWVQKhV5gUgs0ooAJZtFWPx4hehEXfAggIz8hPUYJ5h7aK5ug1ZpiAzYRWf1KoBM5WwI2j21mb9jf5J81oPP3Y77nrqZv85CwBpQtVNRUgil9mnO664zsdX+/CFSS+y+6MGq20QE9SqTS/PqVtWyYBjOQgQftyjK8vtBv67yFmeZvE1IO60B/rhDK8BSFKzf7B32dCNDTcQDlh3tCfnJdVVUAJNZpYgKIO/7PnwCyAgnM+bm1e100ftuwq4yT6suZV/REA7Y81TGZZHDLIGitF3cCYefiZBpIqWpntZadghYFoFMBCQBnMIQV1bMVoLlSAGAQVfQTGXJcmWHtlriFW6VBDBF7x09Se9cnXqxK7fdHqNq8QrGoGXBTxP9q1V0jid29GwEQDwAGVhFJgA0RkhuVrWiAxYODVosRDt234GRPV3Rq06CO3wmcqqCp1+/B700722fuQc7tjFcE5sOjYdxBlLVu6/k8raHF2BPgl5J3HV9HxrC9ak+BIWJCoBn6gL5TGYaXLaPtT/qyHVzozdln6s5V6HLc+/8CQAwv0DO9df9Gezo8A4ziXBfM4yQi793Wfh+IkI09Jl32Z509e/moeoF7fvy592T48O+3c7P5pWcOSRSvXwfjQ0twnG1bONqZjHjQZYLlk1+oowAamRCj/tbPY4EeJjZK7zuBRaibgjbBJB1BRnM9mAg2YMr3v4+vrn5Wtz2wH/x7waQtoa+KgpgMm3n9nW6fA7F3sdDRRZ4aoFWnQAG/bYamskmeQ6gz+MQ2BZFOYf1z0tvEVsTkZDu0ou8EpgVZXXXea9l+/EL10xYuEZ5CFgVcgDpuTmSvu/s81hnmwBV4dl33KrYIfkUZQwFwftT1TTe65vdWxjsc4QsuAP+EPYpkjnspXcfgBvsTPD5qv9mEmMHSQCnMMSVVZYaFRgCAeT5UvRiZCtQNqHwFb1rXs/k0kirdKWeHbpN21ub11VtC7RbscMeOcVOhA6Y4PlgXiGq8UYPJQtx2GEcVpEJAE1x4lnGQo5uFYXdiJjJbWEsCaDge8fb9QmTYKGQ5wTnjY5nUKah7KULDnXsh/2+DLqiIUAVGLGXrRvM85CdJ6EAmVzyqjIi+wpOkDSDq2KsgEEsEBERDRHSkFMsTjiCRsTOIfSoSO7P2edqUVGQy2fw7zefirNvOhyvlEh14urwKiwskNfvfvonQ47d3WLRywyZfT/NVU0aDrBJ2ckWmK2GblloCDXyyTEj/CazSvb345/N8w/zvBsIADRGW3k4sqBY3Dw6xCxmPMLlLIwb0EMI03Oi00f+b4nM8TgSQGiYqQCsb3EsIhJAcvxSuX48/ep9yKgqTEXBz7vuwNOv3MdNzXWBALo9NzOCsX1RUfD2NjufbqBkq4O5cp0E0PAOeQMk71Nn5KWQ5p1rdI9Fs9grWVTa3u18hbxfyHVOaire2f46URXptdyfr68lJusiw9pVAqRNIUBC+axKW7ymRtPPO+cinOJ9e0fHZuww7Akko6rI5NIVCzt+jrsIYIZaVLEFNwAs8S0GALybrqxe5ybcPqkATgQkAZzC0HUfvzlllcp8Fu5DRi96e2InP2s1g87dXXZl3WCpdiXd868/iE8+9Rlc/NsPVryWziSxU1gqZ1UVCVrB5rdUniOVr3JTeunNx3DizQfiu7/555pjGAnY5BBU7OPVECCrUMWy0BglNySjStUpK2QJKKwycuxIbJHnlPmESVDo7iDkUW6yiErUVK4MSbknNh0a/JREZIT8qNc3PYev/moNXt/0HAAIXWWoAhiyQ4LpGia31cBChrrq5/tiJIV3+XApgE1RZhpsK1rhYENFDqGIwbIzHyyR6seT6g68ESjySerkw8/FfCsOAOjNVO9kwJBxqaFelamsQb2uuRTAKqHzvgQhgGHTcqgjYkvEU4Kr+GOm49jpADkM0nZZQeoFFwqyIgChi4uPPVdJ2m3yE0HYcpLv2U37VGwPAAF/JQH85q3/iE/94rCKohqzXEaWjoP9lgAQoCQ5VUjgzZ3P8ufTqoobX77S0daQVR271d60q7hj47YX+eOEaZOsvFk7L5ctIoK+aM3tDK5eZVFkVcpeCqDCIi4FR+X37jS5n+ZcecLrNj3qKMZKuM7famAFSKJyGQnF7dctRgCFEHAVNbUesHH76ffzU5P8vFXA06/dAwBoL9oHZHfXFqE9IiOAdF9CBx2xpV1TzF50HDL/AwCArVrlIpVVf/ulAjghkARwisPgBJDczMSwH7tBFOEkgExJqFbd2dFnh20Hzdp5NOvfexKmouANfxb9CWe14Ut/fxQlReF2FADQO0iUt4ClCvlg3qrSvS/+DN26ij+Yr/E8mrECL5pRbdWmKUKMaoMWqZIGwA12C8KN0yyX7TAbNbkdycq6GtgK3qcadiK8MAmKhTTb6PCbypXdDNydCnRF52Ec0bj6f5/6Lh727catT30bgO1pyGwtogIBTGbqm6REMILk0/yIUKLCumvw/EDVqZ41NpDfIqMq3Lw8EozxXLeChwKYgFPx6RnYw9UVxbKwPK/h8P3fzz0GMyWhn2+piOvvugRvb3nVsQ9m/8OuGXsitX9vO8TtUgCDTO10jnOA22pQZY9eHiwvDgA++6Hv8ceb6W7t/MMiBtOEcAXoe1mYPqcqfHESMYii7XWs2HMhI8JzBRkWtS+v2B6wIw4ioX3C/Ds2+Et48Hmnb1si1cc9DOMNs/jzbMGVKSaxPfUuAGD/PDm2fWoBxZIHAXSN3220vKPHLv5JqLYS75X7KIIpswEjUnM7RvZyhRSvwPYmgHavZDHs3mmRRXTBRQA3d73uKMZyn7/VkKcpMwGBAIaFXMU8vZ+qqqgAMp/I4RNAVtDip78dq9gtoITeJBl/s+njjggdfdu5AshCz5wACn6piVQfJ3Qt8dn8+f3mH0pe9/ArZaOXBHBiIAngFAe7EaVVVtlrhzQ5AaQ3I/dk5udhI+eF1tNvr0oHldoFGokMmbRKioKHXnBOAqwib3ZJ4Q3EWZjOgMYTl/NVTHvFFe4vHvrPmuMYLphiJ1pAzG8lFgRRYTgB3gXDvnHmijmef8VMbuv1RqsHrKjA0Pye7fr6PQo4Yh6Vm24FUFN0HsbJCuSH2ch0l4k6yz28KAEUUw1SIyCAJb44CSAaaqTPkRAtI4Bu8sQmhJIiEJpgzOF96UZCcU74u7vtopA/fuAO3PRPJBcrRH+zrDAh3/qX7+KXmcdw5SMXOPbBOxrQY+FlQ1NWmALo/A6RYJzsQ3GGzgez5DizfEw2OQ5Quw2VKtBH58lxPzBPJnIxkT9JLUUCpjNMLxpKx0OEeLmLUACb/AT9UQThnEz3mXdwxfZkWxbSJn+nM0kM0MKa3f3vObZ1tytjaAmQ33VbaSd2KUTFXKzNpWO3UGJtAy21qk2Vuy1jZ9q+X/Vr9rbVIgsM7BiwUH012AQwyx0VPAkgI1lm0WH9s1un1igWa9lI3rw7u91RjJVQ67uH8B7Qmn2vNww/3y9bUItV6ZxMj6BFoptw8txWpYx0fgAAELQMRFiLuIGd/PpgqihvoSj4KHZT8qtYFlrj7fz5xig5X/Kq4jAMLxTy/L7rNuGWGB9IAjjF4eME0JnXB4hJ2+RiZNVjfpqsXM2gsy8l3JS02jeMwYIdIl6/8wnHa30pMglELB+C9OY0mCc3fb+lc3sId5I8gxgyedJ6u27vtnpQ5DdRO2x6wuFn4hPqITh/3mf4c0xRFbsrpAUvq5CPVXqOngBu270J//Hr07FTo0qtFhDCYPYxGkhVHoe4ywQasEN2DLrig0HVHtHYOgVC8ntVatjNzJlpCEnVNK7iZmrkDgKkD+v5Nx2Fb9xyFn+Ojd3QA4hFbUuQRKq/KgFsjs3iiwaGaKSRFzt4FSL0a87nOvu3ku9hWVi6cAUaYySsz34zVjgFAB20evRNo8jtdQDbQonZAdlG1AIBrNKeKkpz30xFQVaYyJK8qpLu02LGxSw9goSGf3LuIzhHPwJfPfaH5HuwfFCzgDSzAqHvbQjb+asMzVEyqXodK5v8xBAWiES8bCIc8g6JMiWYLRjf2/kGf60347QVGhhkKqfJ1XQA+IdDzwcAvGUUsJ3evA5oP5ru186t1KDCTyu+3TmAOZfpem+REOeBZA8SQqV3HkMRQPJ/KFA7BMzusYViVqhSrlyB+HmXm6LDKmdAU7F5x5s813k+Xb30YdBRjNWroa4cW/a9gsJiH7CjQSy/VrSBMaqE0+sBGzfrCBQJsAp9E6kiuRcGFT93ROhLdfIohkEXRZxECx10WC4sS4VgaBIWDH2DdlRJNOH2SwI4IZAEcIqDXVhMShe9qQL0BsHypbKUALIwjGgjI+Z2DWbti65fU5DOJHH5rz/isGtgSJVsMvReabvjtcEcmdDC8MNP7+GDJi1EUXxcDcpVSSoXvfUSmor//uNFntuNBAWhvyyDqmn45qd/i3P+4Wv8OeaBJ6ooOcEMlpncuttvjQS/eOg/8RdtK/b4qFG2v5GTCrFdn1eHg6ZAW8VzYTcBVH0IcAsHW9kdpH5trKKSNYxnvmaAPbnUanQPAE+98ie8HMjgAeVtnhIgKoANIZuoJFK9dvjURZ503YeQiwDGws08162oADu7tuJPT/4KZrmM3oEOpOjkH6Zmwz00PBUynfvhFjNCiDBL+9ZaioL/e8YuDnGTYa+JlBEU3fUdYkI3DWbqDABp2vuaEUCu4hfI88xyJhQI4z/P+TWOOPAkAEJFulVEilv1kO/cELGJNdmnhRhNrM973MVZWDoSjCHssxWweLn6LZ8d+7JCOsls69jIX+sv9jq2HUiR3z7gWtsdefDJWFigxQqKgmjZxIGLjgFACFlJ6GvNLX9c94c8V+GopRHIgumd7a85txvimmTHQAyfeoGRvXwxI7RprCSAhtCP2a26vrzxMa5INpmEvKSVEhIZ+7jlVQW7uoauTM8LPaBF8DArPV6aQwFknq8jIICMcFJz9miILtwVk0cSgmoIIXo+JzLdQmoH+VyWT8wINCC0tHPd/qPhuP3bCukuubzowVi9cEdi7CAJ4BSHz7USDQr5LJy80Is+ywof6IpftJFJZwUCmLcnq6Ki4Kf3XoI/a1vwm40/rfj8lGmv6N41So48wGRxgHyOEuJti1IWuYgNxeBmy9kqZxkLPbAE4z8rm3D7g9d4bzxM2B5gtW8knEQLeUiZHLnpqZaFMCWAXmG24WJ3gRCWA/I6PlRehH86+aue7fpSlECIaI0uqHiOVQYy+FQfDBrGyVnCjZgqZwVVwcatr/BuAbpYRUg/nn33auihOZ4lRcEjL/6Ojp3A0IMONTGVTXB10Ku5e0g4pDr1XYvwvDoFV9zzSXxj60/wf4//HO/tIF5kAdNCIzULS+QoCXFNMMyXjhkVA/a1AQCvpu08QLstn49+B/Z72BMp84Q0dHcVcJSrmMmUfU1xJZ6Gx9jkmC46PQfd0AX1Mc8KuugtOuALQBUIs2FZ3ErHnYNInmMFPnFE/TZ5jJnVOyw0ROL8cTI9gD39drHYgOU8L9giJeBBlA7Wl/DHC0uGI1QuKoC2+u4igHRhOJcqaT3UB3Prnrec29XoXW2Wy/wYNISaqm4HQGjBlxVyFCth8HSRsp1jSRcjW7pf55GYRi0OgHjmMY89hnd2OEmsF9j9nC0+Gdg1yn5vkQCynDnxPnL9XZfgsps/PKTqyKIbLGebHa+sCmRpoU1QDyNEOzul8v1C+8YAHVtlC0WW8iB2NGEI0nvEgND1pSDkD/r9kgBOBCQBnOJwr0RZiAywV4gs3JOlk36IVnE5DTptApguOsN8G5LkptSnVYZU0opgiOvKA0yXyT4jegMPVQ3S/rsBJcCrA7OKt70II4DHGQfj/flGmIqCG3ffhs07Rt5InYGFaPyuMIobAU6i7RtnmleGehPEevDu9g245/H/cTzXoRFl8SMLPoUfXHA/4tEWexIUCGbGo8XV/JalFc+JCi9Awpcsj4clyCfTA0gKYbO3tr5kkx4PApjN11YAxfSB13c9ScbOku1pSgLrqpHJJrgi4fYsBJwTA3sPIwsFVcFuGip/r/MVbO8ilhFNZds2haUnBFwTTEOIVHtnhdSDnFAxutEo8TBwgZJh1v7KJiX2e1kI2G28rWoaAowACrmTzMaDKfHsGs5SmxDDgzQBtsl7ESXuceejqouqafwYkX3YqmCOXl+FQp7kXZaKvLCmIdSIhqDdQrBBqV4QEQ0KxUDpfofvYp/mzL9M1SCAJy4/mz+eq7YjQlVhU1E4udMUjeewupMrWHVvk0mO36BGvl/HAFHPmLF1rsY1mc1neJFK2CN8LoJdBcVSHoUSy+PzCAFzW60y8jQnu61EfQ/zfShQUsTyIAdVxVGNDwA7e4YudmMKH7sWGFgqQZb+tg4C6LJPyuUz+E3qUTyob8efnvrlEJ9Hxs0WuzGao5dRFd7vOeKLcd/JdGnQvq6p8shUVGbzAwCpHLUEsyppBlu0JdM2AcwKXVgCshPIhEASwCkO941IzGeJcGsIRgBpc3ZqDyHayIj+TOmyczW/0SAXbb9WSdRSdFXbTH3LXqOTPgCk6Y06ajTCTy/yBE3S9msBXh1oKgrvUyyCJTsH9QiuOvtezC9YGNRU3PX0td4HYxhgN2NmRVMNXl5uzMzUsKyaOWm18L2/XoBvbb8Bdz78YwBUUaH360P3O5FvZ08qgp2Oi6ADwD60n7Fj7K7Qlk81eBiHHdstuzc6ttnR+3e7gk/sK80ml3xtBTCZs/MTt+S3ArBDeGxCZwqXqAB6OfuLEwN7T1SYrLuoDJMo9KIrsQ0A0GDqXG1ImsmK/QBAPELOu7T4mwr5gJai4N7nbiRjFzwZyTiZymOTC/bb+DwMhdm404J3HbMgCmjkeLAOH0xN8VUhgLYlUZkrKYaY5yWcgj7L9t+zFAWJVB8+cdsR+OhvjkSX0Ic3Fm1GY8ROH4j54p6fDVTmgvYLPYZ7XPlrzKrFb1VqZScd8XGu6i9pOtihLDISrEHlVezuEDA7P+MqM78m3683Tb7XHOprlasxe4n9hMVQvRd0Qb1iLc40j6nRL/S5Zipc3CJEJV1OckI6O0YU0LyqIFFw5vN2DTrTaLxgE0AncWXnTVlhBNC+fvl9hC5Wnln/AK+Q//uu52t+HlNSIwHyeU0xkltaUhSkqAAQ9se572SmlOLXNTNu511syiIBHABgp0KIYMVNg0KIvFC0Q/9izqDE+EESwCkO3fUThYRVum25Qf7OefTm5B5XQmgv6/LPYmpBUVGwo9NZ7TdICd2SMrn4B4v2RMfUwViwFQYNmrDSfr8eclQH9vQ7m7oDdvFK0IgiFmnC+4wDAACvJ1+t2Ha4KNZpARHiBBC46d7/h3se/x/uZaXDbsE0XAK4Qyf7eGE76ZX80puPoqwoiJRNLF90GN/O7vEqEEA6Sc6jk6jPsrBkbqV1R8AfcoQFfZrf9l6kx3ZX1zuO93Skt3t68/mEPKhaSBaEnFCD9PNkPpMBTgAZmUzyCckrFC9ODAblW7GIPekV6Lk0WEygL03OnwYrAIOSjjRVvN0khFUYpwWbiRz9zhFqZdGTJWSCVYuz4g/bPF1UAOkYPVQJRsrE4hmmxLNUDEYwcrQYx/BQRABn+LnAyCK8CaBhKWiM2sreto638Z5hYadPwYZ3n+PPxyLNmBWfx/9u9NvXpOcYLDt8Pyjk/+ZVBVuFxQSzGfJ7TO6qpuEL+3wRHy4vxgUfvtKhLDJ1T1N0BAxvn1LWOSiqx6CxitqebRigZKrVpETEw0aEIU27iaiW5YiEeIGrV+WCbVzuUQRim3GbPLwco4pqxszYqmDjQr7w7i07cyd7s5X3QTcYsY0JHVYAwH2kdU3oFcyr58nnvrL5Ef7ajkztvENGOFnOdotw3+6nEZ1YqIXbw2SsrL2w87FFTmUP7Qw9RwJKZdoBW7SJhvWFQnUPRonxgSSAUxy660YUEW6m4RDLAaITLpXlG4SVIw/tCRVWGWqn4bMqr7Qtu+3wa6lUxCC9yTaqcQC25yBgq4ONkXb4aQcAVsYf0MPQdR+CNEfGq8KX2cOw0MMpK84FALzlz6Ozd1fF9sMBI2yhIQhgmFa8JTQVP0vcj29tv0FoWC+qrGT7jp4dQ+bU5PIZ3r5ts0Uq4f6+Yy0AYG5Jd6xuWR5nWrV4c3QW/tvXasWBeR3Hl2Y7Ki1FiC2rfJqfW3nkaWCtg1bKMvSWegXVy1blbBWkNgFMl+wbdlol/TzZGcF8JzkBLCS5eubl68Wq1QGbgAb8IT55MqSsNBIFMpFG1Qi3OUqqhYr9AMCspvkACIFM0Ny8HD1XW2gRBFPpmJ0FU9/8vLDKHkOt78C+qziRsapKNmEyNYl18/FVue3aifwmD9MbwuQpKoc+S4Fh+GFQxW57p91VYU8fmfD9JvG7bGu280dbovM9P9v+PuT/dHYQSct5LmzasZ4/9mpXJuKjH/gXXH3BfWSRIiiLjBzr0Kpa/nAbFD2ECH1fd/8O7lnaarTR95ECNi+wjkT+OtQkdu6XSjk7B9CDpPPez4rF1bVGg6YbWHnk6PeIhVsQK1MCqFCPPfo9EsXKSIiIUqnIDbZFf0XAzrPj4xYq690m3luTNlnfpQzU/Ex3R5eAP8TH26tTohuexX0nM1beVv19TpVbJICs8MqPSvXf8DCsdxf/SIw/JAGc4tBc6oZoB8EqLnO0hRczi2YhMED0uBIJILnBzvUwW9vd+y5/vKPzPZ5H0xQgYQHRHy2psRXvAp5DxRCi+YmsSpAZ24pgIRN2Yz1mxamYU7RIG6+nflax/XDArBJCQ3iAieEp/l5ulKxwgphXFPztxT/i1D+fikt/vabmPjdtf52Habb6LOzu3oYdCTJBtynOzzvqoFMQLZsY0FTc/MCV5LNoXlpYi+LOi17FdZ99BNVgiAqgHkSENl1n378vRZQurkgoaU9rFkZKhsoBTJtOUvDSu3/h3nRBOgkxopLJp2wl1iMXU1QGxLw4wzUBJJU8krSLQoPRyFWxQZrj5yYhsxrn8OKMzl6Sx8byARtpXhkjItzPjJIvOyxp789uT+WlANJwpOBdx8hmmP4WTB1h3Xx0j7Ap2b+dD+plZO4mgICdO9k1sI2/xvp7s9fmttqdP+Y0e3cBce83W0ghoTrz/rZ3/50/5vmMqFR3vMAtTGC3BgwEWP6t8z7EfhO/FkSYec8N7kGGRhzawjahFatIRaRp32V/HVyCEfSimecdLjTFo3CBRgNSqr3TlhDxOMwoRZ6b1xBpQYTmpXbRCMpcehIlrNopFmIPaDGCAlRGg8TONMzyiy1Utys20dzps6q28hQ7usSFdm3M1qvExzIH8RB5PasU+XXNSLzGFEChhSJPhVArrxumHIsEsFCsXoAjMT6QBHCKw33Ri3YQoufaYKYfabppU4NtuukTKtwY0pR4tVuVoZGuhG26uquLkMFo2USYFZxQZUlUB+e0LKlOAJkHWqYPbrCQSQPtC6tqGg4CCVe90v1kxfbDAbsRii2UvBARbEsYWH6TbimIhO1Ky/Vb/oaSouBdVBo1i9i80670MxUFj7z4W3QWyXtmBxY6tm2Ot+MEZT8AwF96/gyzXEaOG7MOXQknhoX8ghEzy+thxtwLi2xCKvMKadEiJ0rNgnsztsGvF9gkPJuGpzen3xb81igBpLfwfClTkR8owi9MDD6PfECGQbWMJK0ujwfa+Lk2QFVWsWcqQHJfmXLEOjFk6DgaqZ8iy5e1q8XJWNgkL4bkeXcCj+/Axi161zECGKU5Vcxihi3QfFWmONsWxeRFPKKRuUiS2X2BEZyelK2Ys/7e7LVwKIp5RQsh08ShS4/3/Gz7+5D/s/kkBih5mV+gJFPIX2OhXL9aqe54fje2EGUEUNWr+pSye0zAF0aIEqlEuptHHGbF5nPls9fDNB2w7YyqVVyL4ASwXLBtajwUQBZKTgqh5/Y4yfdLqCW+EGqMzuLt95h1UZvVQLer3b2E9YBWLMvRYxmwlUo+bocCaKup3f27sYP+kH7TQklR8OxrD3h+ntjRheX+AXaOHsOsxjk8lzStmkKKDU1zoOd0SSCAWdOZCiGCXcNi/+RCjTZ8EuMDSQCnOMR+j5plIRSwLyYxR6RvoJPnPLUKOT+MIOSFCqsk3eVs/9yKzxvI2sale3q3AgAaTIXnlrHq2j3dW/mNY17bvryNEAMrruAE0MPbLkvvMcwuBgCO2+dMAMCbesIxKQwXLETjRfBExIU8KoZEhqiVOmzF1VIU9FP/xD6hG4EXdvY58+7e6HgGezSyGl4yq7KY41/WXIOgaWKrAfzvg9/nIcShClgA582S+PDRylB6ZTOrnkUgakJSU5EEzS8TrFkaNfI9+wq1G9Zn6OS8wCSTYQIZu2sKVXKZv2C+mOFKWtBf+V1EgiuGRd2T9oCmYJBOnK3ReTx3kamsfg+FgVnM9NK+vOzaaA6wynTyPXi1OM1RDAWcSgrZhoanfR4EEIwA2spolk6OzI6GqSOsm49YfS2CqaQlWJ5G5uJikB1jVn3PLHEAu7+3SBh/+ZE/439X/xbtLbVDwCwUn8z2cdPlBRY5N3rzNtliKnXAozDGCzwtgHWxUHyOHtQb3nsBX/rlB/C3F//IbVCCRgRBpvZme5CiKm5zw1yuUCVSzhw7hjT3UayeJ8jACHrJLKJksj67XgSQjJd3qzAttDWRBR0LlQJAU0MrQpZTGW2n99o+zayZQsIMtsV2lXycroWDT1QAAyxVRcET6+6GqShoLZnYr0jG8ca2pzw/rzdh/6ai4uiu7m5rXoAW2s83pVoV1zWzlCqa9j2buTx43ceYRZKYclLLgkdifCAJ4BSHeNH7XaExZw7QJn5jamsWCCC9kAv0Qktnksio5Gdf1GS3hGIFB4mirdT1UaPdiKkJdinkJryTtuEKm6SzgF9zTsLRYBMdM538PKxNxJAJw5pVn4ZuWUhqKv6+ZZ3HERkahUKeT9oxgVx6QSTUDElqX6BbqkNxTVAz3KSm1sxR7E4RFZXZVWw0d6KDzvkrl55Ysf3COUtxbJlMEM/u+isv4AgN0cQecIYFDT3osHAAgKRJVtitwblopJXcu3WWY2VP3iyU1W/W7gSSUsnk1eojnyO2t4pQWxqnAkheYwqFiJBuTwy6w5TaOfnkVQUdlOm2Ny2u6CoS8CgwCVq2cpTJpXmhU1uUTNgZ+j1YtS/L/Qvxfrj2GHgI2OM72GRXSLGgRC9Ofws2OTISOhQBLCoWz7U1BIIlGnezY8yOVUIo2GC/uXgc581ahGWL7eKjamCK5p7EZvq3hXnBxQCAgbJQFEIXKfWo1GQ/jACS460pusOn9PfP/TeeMHpw5/pr+T0m6IsiyL3nBjBIFd/ZzYt4aknCI7UEsEPy9RBAjatXeZStguM5EZFwzPG337LQ3kTC0SxU6rMshENRhFUnMd6v9XD4TXJf+9Wfr6w6lgS1RQl6rDHdBFATCCDzzywpCt7YRcjewlIEczWy4Nme8rafYf2pg66OLn5BbfSbFmKRJp5LmlQVXnjIiuTELjYMTO0NG5VpOEwwELtBMQsZrY7fTGJsIAngFIeuiBNj5evMh2xbJ8nP8ZsWooLtgW1ySi6uXd1bAJAQw0HUoR8A9gdZ3Q2adg4YCyVFLD83CWWGyJ29JOeogZryuqs8marHKjZZ1SBDOpPkN00x9BAKhNFOOcWGzc9WfuE6kBC8pcQweb1I00pnDQpCgTDPn2NJ6ACwaVt1ctpfIGrMYUUyYWwzSCg4Wjax34IVnu/Zp5E8P4gsL+BgOWS1INoE+Y0Q77PJEuSTtNdzU6gdbWVyk2bKjiH8ZnPiJDesX7WTuL3A1OM5Ubq90J4tSMk0IziFco4TKa9cTJHgitWuXjYpTNFdOHu5IywKOHum8rHQ8y6Z7UNnr53WsKCVVFOzkHCRkw1GAO2qcLNchlkuC114KtUuNu4CncgKhTxSTIlvJGobI4CcJMC7cEJM5C9YTmWSvM++F+icAFJLHMsmoKy/d7Vq41pgimZPjiinTSUL7TFKABV7smaFGgG9ts+mvV9KAOmQdFV3VOcmqFKdRNYu4Ao0cC/F3nwnX9TNb9uPV5GmspWpJQCQpYTcXTjhBTt/rcgVLC8C2OCqyg1YwJxZix3PMYNjZpnCMLdlX5xskXDxH7vvqVq8wvwV/R7XgO5aOPgEa6VIyL6+tubIPX5BYBEWNx4EANhleSulrEjKTTjF6m6WTjG7ZREAooAyEYF5kfJzXMgRZ6kQIX+84nNZH3imEgL2HCUVwImDJIBTHHoVGwiGGCVg2/oIAQy72mLx6ixaYdXVR/J4IqaFFUuPwaICsH9e4wSEhQcBIEk7hoTVIPecYzfnnuRuuh/aqcClBMSjJGGYVWiyNnUMYvJ2U0Or47XWMrk5bOvZUPmF60AiaU8KDUOEgL2QoRWOdp4VJYCK7XG1rfOtyjdSMBVt3+iBOKHQguaSiaBp4hhrQdWKxNYGotoOqkVeHMNCTrUgTgkBI4TmuO351jfYjSRV6Foa5mOe6kwqFxXARbOJGtytVw9RJdMD/Ma/72yiJmXp36plIUDd+xnBKZRzfNIOeYSAxYlBXOhUm7RVy8Ki2cscYVHAO8QUpFXpyXw/zwMMmBZmt5AJO8Wtj5x2QSwsadH+vmKP30Cg8nNEsgsA7+3cgLKiQLMs7Df/YPrdXBO36l04ERQS+VloWiyeERUgtk+2wEoqtvLCVNlquYa1wJTYXpMsgmKmjgWt+5PndPu8yNNCsnpUasD+TZkKqqsGVE3jTgQpWnGcUoq8gCkciCGkknOqp0yrek0LjbFWrlClqvSuZp1U6jkG7NwrWyWUWYszxYMAutrxGZaCaDjOnQ4A2+A46vJbbIq146sf/R80lUzs8Sn48f/9q+dYUtkBup+hCaCu2eeR6AnaR3t+t0UX4shl/wAA2GKYeOnNxyr2maQ+fO7P8wufFaL5gO7vyr4XQNpQAkDJErrvcFeKykV4wIMAlkxWgS0VwImCJIBTHM52XZUXRozmmnRkicoRcm3DezRSeb17gFQIRk0FAX8I95z/Cn5/4Tq0xRYBcIb0UtTyI6I12NWw9IxJZIg6GKaf756E4w2EiLBk36zLXoQlbxumVRGGnaWRkHBnZgdGAmY67TfrMxT91tzP4/zA8Wgrkptbhla6cpWF3vMGNHsC7Ehsqbq/AaqizY4twc8+9zieuPBNvHj+m/jhhX+t+p65LfvS91rI0RBiLNxadXsGMTE8YIQRCoR5WkD/YAdvAze3dR9O8sXtGQ5cfAQAIKOq2NW9DV7YST0iVcvCQUuOdrzmsKOhk0GmLPRUDlWS2aigcPocljD2dxItIeJl0i7OcOWdhf2V6mKQFoZkCoPoo+da2LQqLGJstYn1QbXHmcwMICNURXulC9gEkPzmzEapkY6VbONU/HxVCifYGIoKeKutgHBdifcCdl0xgiOem/0aC0cOnwD6KPHp1cj9osEKYN95K+h+VWRon2xu4VSHSk3GQn5TlrfJCAMjgGlKYJOqbbIcCTUiTAlmDxsPPbf9zEbEI7UEsNvJ1UMANaZemUWUaQ6g6kEAQ4Ew9yUE7PByVOBEfkaW/E7S09I4D62Nc/APAXKdvZ71Xtyy72N4/HYV55EuFoHY9kndOhlQS3QejjjwJBySM1BSFPzy2W9V7DOZZd06nPOGWN0dElMPhOv8yHwEc1pJSoVOc/ocCiC/j1XmWbPzuiAQxmKJhd8lJgrTlgA+9dRTOP300zFnzhwoioJ7773X8bplWfjWt76F2bNnIxgM4uSTT8Y777zjvbNJhOj27kkAQVbInSA3DnffRWYjU6Srq/4UmwzJdrrug6ppmDeLEhAhpJeiuURRX2NF31HWTzissOpJ5yTMVD1WoZkXcj0AO3k76OH51B4hN5Vus7ZnVjWkKQEMeOzbC/948hdx6T/dYCeqc68ypgCS59nECgC92erVsr20SGRBW6V5czUsmktCNSlN5dXV7ipAL4iFAcySgR3T3T1bkGb5nnMOwFH7n+p4b1AggI2xVsSpSfJbW17w/KwOWhQUNS3MnbXENRkKdjR0MhANx8PBSqUoGrK/n89xnttTwDzBjyVOz1l3ukHEg4QEaA5WppTEQIol1isui5jtdgUzzWUSw5KpTAK5nE1iQ/7K78C+K7Nt2d1HKucby0LxluqcuI2qBNBO5OfEVFBOxUp7nRNAQl4GhHOTGWgbVXINa4FFHFjOaoMaxYLZS/lvvWUXUb7dFk5D79ddwECOGyMUSZqTmdAUOzc43MS95zrpeFjEgfmOuiMLDMxTrh4SLIYvuQJYYbsM+rniOU/GEhbuuSw03Rhuc7xvFjUnXzLrUABAWnE3wCNIF5h9TeXnV4aAnUoyuwaZSj+7eREA4NMrvgoAWGsk8PhL/+f8vDwz9HYeJ7GynqnpADAotJW88vT/tcfCFEChhzZzpWhscB4LwBYMCsJxKPIKbKkAThSmLQFMp9M45JBDcMMNN3i+fs011+D666/H//zP/+CFF15AOBzGmjVrkMvlPLefLPgc7boqf64GjUwau3XaVcNyTjZ2ix4yQQ1kujy3WzKXhKsyqopu2krK7vTRwv3yWN/RFM3ZCas0dCaEK0VVj9lEuAngIM3TC7hyTwBg8SyiOHRqI/stUlm2ih7e+wzmhac4E8HZJFUSCgP6i5W5R+vffgZbdm3kvXeXLTy87s+e02xbW7CCBdZLuRYcCiBVkNgx3dLxOgDye7Q3zcPK/VejoWwf8KCL0LSUyPfd3u0d3u6modSoqUDVNESFdANHNTL9zRmRBuDZjUH0HfMJnoAiWZhrxfnjqEm28buqcSMeISZmPZE1M1zlCJqqwyKmq28nJ4BM4Xa3Q2MG6qplK3oiWDiX+Z91J0mKRYMVqNiG/61VVi0DtgJYUhROsMSFlaNzC2tdR49bWamcNH1VSEwt+Fz5ijGjCbruQ5waG++ghtM5l4VTvftlYCbG7NpKaLbvXEko4GLFZCyVIEzvW35uI+JtXM5C8m7VzAtMjSxbJZRo7qXYZ1eEsxsLOU9DYkcbeu42RWfz58Kmyc8d20rF++bEchf9Hr+d7j6PXATQ59rlgnYSul+z6mwckQvDUhRc9doVuPfxm+zPK7B7pfPzxKI+0a/zA4VW+E0Ll7efh/mz97M/mxL6MiWApVKRE1HRloyBmf/nBcJYZgRw+tKSKYfh3yH2Epx66qk49dRTPV+zLAvXXXcdvvGNb+CMM84AAPzv//4v2tracO+99+KTn/zkRA61JnQPs14RjYFZQGk795tyt93hFgf04krliToWcnmntTXPRdA0kVVVvLdzA1ob59h9gKOzeQK0pShIZhNIU3UwQvsOhwQCKKp6rEJTzPUAbFsYr0bhh+x7PLDj5+jSFQwkezytWmohw1e1w1tJEoJd5hYhmiPR3nl3TcBp6Pr0K/fhC298nfRM1lVEy+aQlhsiVE1DY9lCp+Ax1hQfmgCKN0umFrH8qN2DmwGFhCNZKHxRMYDXNWoz48rLa0QQQAYdia2en9VP27GFTbKviKlggHI1cZo1ND9gEcNYgBBQr1B8s1D8Y4jnOSULkbKJZl8rgAHyt0LOJXe6gbtlFkArjE0gZ+WRytFzjd7uwqaCpAb0JnYjp7D8JjtX1LAs5KE4unu4J1e+Lb2OWNVuX64b0IGYahM3XfVDmOe456AbYiJ/ih4uMQ/UcS9QGAGsTnAMjxZcQ8FdoLJi3gkAgJipohdAJ+0sw7peiBX8tffrUq9oHic3DVcr7wPxhhbEQq3s5wcAhGlVMFOomNmwGwUzD6jVK65F8BCwVYZKibdbbWPwm+AxShZeDll+MLdIRqTamxcCNEskJCxyWxpJrm+6Shu7PE2b8PpdKxYSrv7a4jmqWxbmCgUqX3z/D3DZ81/AHp+KK7b9FHgcOPMDn7cJp+vzRHufkGI/vu6CR9A72InWxjmO7XXWx5oWCYr9qEVXCgZ2XueElovFGm34JMYHM5Jqb9myBR0dHTj55JP5c7FYDEcddRSef7564+x8Po/BwUHHv/GGLoSPvDoINEecF1fA1XaH92ikCgXL6wsplfYNjbSgZCftH8s6LcyKL3IkQA8me3kf1gaa68L85wCnqhekVYI5y2mAmuHN5CtPwSVzlyNaNmEpCl7d+GTF6wx/euIXOP2XB+OOh37keJ51s6jHAkIECxexClE2CXgRb9Yjk+HV9/4GAOjVybbN5eFfWjHTnnQUy0KzR+jEDV3wK2MVeYxUdxdo/1zTPm8WGPb54i4yYe3+evPe3RUSGVLdzDzOwsJ+xWpkZjCdoUng7s4eDC3xOcJ77POWTdqNZQXxgK0SNuhkvO7+zqzgSETYYIbPBR5WC9BxszzZ7sFd3MtS9IvkZsi5FHJ5lg/q/R3YuFkuU6I8QMZkCOFtzTlx+6t450UF03IWuhdzJ0UCwD63Wj6he/t6Id5vomUTpx13PhkHVV97U7tI9whKYOJ1pCkAlYRKo8ekmumvYlmIBmMOJQ2wyQjzfmR+hG6wlmS+OkgwC1+WUUZ5CAXQJ5ATRmpDQlU6I1Kzhe4rISFE3E6tVPJCm0IRzBbFbW5OxukmgM6FhJgiFCs7fQQPP+AE/OYjf8GBeR2mouC5zfcBALIl2tLPRfyDQnW3aOSsaloF+QNsQs9CwD0DJEVGp7+jG0zZzQtKKBMpVEkAJwwzkgB2dJAJrq3NOcG2tbXx17xw1VVXIRaL8X/z59ev8IwUznZdlQRwdqPLhsA1uWhgCc7k4uov0dw9vTIk10AJSHdiO+n0QfOK5rYucdihJNJ9PGk7FiKVpaISIKp6bQ3E+qBHda7UM3mW61L5nVRNQzsNR27a+XLF6wyPv/MHbDWAv237o3PfrAJwmDYYBphf29AEsEeDo1rWHYqKm/V1SBARtez3hOroYQo47SpYnh0LQ7G80Djsc2LZrPdVbM/QFCCTrej3JiJZGCBjo3mfISFRXJx8WI5eWmWdL7zREhcUQCHkxFSomOVDc8SebGK072rYFbr2IsqRADXEVoq8b22ATqpBqtL0pHby7cWWgHb/7BTy1OC5GlExaCU1Cx0OgmzfHLKJi+GqWvbqKAKQRH7NRZajwsLKcYzoPr1MsPn2NV6rBpFQHlBq4JXdUbpgHMh1I5lNeFo41dyvS2EyaPjS3eucIUjP/9ZGp1l9WCcqqZ+6DlQlgLyTytDXIVOvyiijDKYAep+1jpaFlFyKli/M4HhO83z+W4r3w1mNc6DS5zs8iq3yNHTttUjwuc6jyhCwPbYGs/KeNad1IZb5lwIABuhChaXmuM8jv+DRWU+lN+tiwxTAfqHwyus+xmzCssLPX2YK4AjsiyRGBnmkh4HLL78ciUSC/9uxY2RVqsOBz0MZEbF4zoGOv0VzXcCZ4NzRswPrfYR4rVz4wYp9sbyl3vQebNz6CrezWDiH5JIwY+Nkpp+78rc2kBt0XDBcFlW95QuPBADs0S1HZ48MTd42qmQhtILc6HckvA1MAWDQIvvYpToTwYdjASGCHV+Ww2dbbTiVOYCs4Ld12EVDYk9LAGhSh7ZwcSOqCqvu2s1GOMR8OZZnxxLId/kIKWHKHgAcc9AZ/LG7S8ps6vfWL/i9iUhT9ThMxxmCPWmICmA8RAiZXY1aZey6DyFqK+EwPKaLnihCaGtcyJ9vChNSFXIpl80eikSM5qZllDKyNKwWpJNckCqBvVmy2NNcKgX3rMunkSuwBvXe34GNm7WUG6DKcFt8kf093QTQw7ia789FAMUuOSKZYRY+RpVwMoAKu5x6IC44D2m0K72jGrkeBwv96O23C6Ba6iWALvWKjVuvotKzNnbtzQsdzzcYcQC2/2DecirxDKyVXi2FlMG2MBEVQG/l0NGykJLEiG6H7plyp2oar1gOCPnWjhzU/sr5g6XKeBFAw5U76u5NLRJAli/rRkuIXCsJulDhHV1cBFCsrI8YQ9/L2O9ZhvO7hU3v35ep9lkhFF7iIWBJSyYKM/JIt7eTm1Znp7OPZGdnJ3/NC36/Hw0NDY5/442hCOCSeQdxUgIAIZ9zTLpgcXDbw99GTlUwv2Dhoyd8vmJfUY0QiP58J97cQkLhbSXb/oLdlFOZBAZp0vYs6oQv5qsZAik5ZOn7oVsW8qqCv29+iT+fL7HcE+8b1SyDTPbPljfik784rKJ6DQASoObWOtA7YCu3TI0brg2GO++GqRYiyYqYFhppIcU3/nwOTv3VQdi2exMyZUI6D877cGw+jk8eddmwPhsAGnSbkHn5gHmBq5RC6yhuvcOSsAP2Ob104Qp8XDkQHzH3xfz2JY59LZh1AACgR/B7E+HO+wyrNpERlZwl1FOQW37U+C4sP0qc3JbPOho+y8IB8ZWY27ovf749TsiAGBb1shEC7GT7jGohR/sIB2goi1nE7CoTIjOrBIdKwbtW5JMolGoTQNYerqgQ/8Q+el0saNvfHqMrV0u033HDXbgUF4zMDcG3kRWSVAsnk9fq69IhIlW01d+PHGt71cUMMo6klcZAknTf8JvehTFeMFwhTR8dt7vXOQOzU5nVOMehikYDRAXmVaTwJoBFWs3r7lDkBbuAweQKoE/1VgDFaAAjlxG/qNLav0eEptQEXfc4RopYm0IRLJUg6LFIqFAAfe50H/s6Cyve33t2E7ObIp/DOrq4zxWxsj4SGDrMzxY1JZrT1037RotpLSKYTViJGtYDsNvwzUxaMimYkUd68eLFaG9vx2OP2caYg4ODeOGFF7Bq1apJHFklfMJNX/cIpoUCYTSW7Rtk2LVaY7ksJauEZ9PE3uOYwGGesnx7iJC5rnIvtvUQY+nWcmUz+kS6h+cotVOrgYZQIw9tiBYGjs4eW+zOHnauizcBXDprJQCgR1fxpr+Eu169vmKbAY3s2FIUPPf6X/jzzAJiuDYY7nwhTXESKoAQliYann49UMBOn4LH1v2OJ6Mv1Ofhfy56GqtW/MOwPhuAI98t4BHC8QK3AxEmSfcxbWtY5Pj7inPvxH+df0/FvvanXoAJza4EF5GheZ9RPyGqIUH5ECfy5YuPdLzPy76IIUgnQzEsesHp38Izn3wBl3zieiyeewB/nnklhoNx+/3V8gtp39KMCuSoRQsLZQWpRcx2nTzfUnYerwhVbLqTO+0G9VVClbx9G8ro6NvJSffSBYfybdwqnbv6WoSolqqW5aieFgkga10nGkW7YdRQGqtBjCAsnLOUP24Mk0VEElkMpFguaP1l9u48SMPHFMAqBJCeM6qmccUMAJoosQ/TzkR5xXuxwnLR3KqZ59h4CNgmgLrmTQDFPGwWNo2HhOtWIIBheh8MuMgvywnsT1f23WaE1u+K5ACA3xd0/e0ihMI1GFW9z7FF7SRi1EtTWHhHF9d5JBJA8ftVA/s9i1QB7EsTchu1vI9/i9B3mOULlulYVI8+zBLjg2l7pFOpFNavX4/169cDIIUf69evx/bt26EoCi655BJ873vfw3333Yc33ngD5557LubMmYMzzzxzUsfthlgxWG1VGhfIAmtAz99DCcI2dGGLQRSTT5/0Tc/97DOLdHfYo2XRmSb5KS2aWB1JbspdCTt3pa2Z5EGqmsYnY7eSZnf2eJM/xwhgtRydc9Zchn+NnoqTi0QJ3KY4E6ZLpSL6BO+zt3Y+j3sfvwl3PPTfKNCwxnBtMNxjYc3WxfylsKUi7rqpDWZ7uOVJ0OPGXS9aonaBRqDO8LWtANrP+V2rf9bJYSjMm7UIMapuvvTmoxWvZ2hVb0OQTAhRGo4DnHk7bc1z+X7I2KoTwDaTTDz7zXFa5jBVLxZpwjH5GA7O+XDosveT54SwqJeNEACeqJ5VVWSonRHrScp+I9YSzx2ubwD57L7sHuSLTAGsQgB5j2wL7+14DQApnmgW8xtdRKyWd554rAKuPNCAYH8ToGSgFgEM1nitGv7lQz/CKcW5+OHSyx3Pt0RJqkdSLQkWTvUn61eGL8n4q6k9Yq6dGEZsoR1zmAF1rgoBZP5yImmuBp3lrykCAawSAhZTVhixZ2oz4GyNx0zyA6rz9w/SfSSzle3ZGKH1Mjd3pw4YrhCwSE4bDO8OSPstJBZbeVXBjs73kKeE011ZL7a9a6zDjoqdm6xv9kCBqMQsqlSxvT/E7Zb6k4QIl7kCKK2gJwrT1gbm5Zdfxgc+8AH+96WXXgoA+MxnPoNbb70VX/va15BOp3HRRRdhYGAAxx13HB588EEEAsNPnB5PGA4C6E2WYlYAoOHQuKt7BLuRvUdjSwcWg46VvYj3LT8Z2HUTOn0qdufJRdkWtEkJuSlb6E0TdShomo7wW8Ak5p9uBYp09tiJDqGzR4HmurhvjgyqpuELH7sG727fgEcf/xR2+Czs7NqKebMWAQC27n7b4cu3IbUed24jYev3F9sAoz4PMBHupHmWHC7mLwUtHbONOQDe488l8/28ytmtwA4H7Y2LADon+K36xm53VLCfc4cFly96H+rFgpIfb2hFbNj+ND6Ecx2vpdQyAAVNEUJuYsEWsAicO5TXUtK4t1u1MB8A/PiTf8bGbetqKqY3XfSM42+xv7OXjRAAtDbZxQN9ahGAgkiATIphXwNz7SDb+p1pH416I4ABJIp9vFipGokNGXb/3u1dG8n7XRXgbuXGyxSbQQw1+10Cm0j2WCeFoKsi2m9a3EfSXS1dD+bNWoQfffbBiufntuwL7AYSqoVUboCOr34C6NeDjmPO8tfcBtEMYhoJMVomB6OdtvKLcmN6bxWyCGeP51qwQ8AWQEOY7nAr31aIKrDrrDU+DyARTweRataaAOxCS9BZyUxyUItI5gcq9m8TwMr7SKUC6PxbPJaxgLdqF4s0IV42MaCpeGfHa1U/Lxa1FTp3IY4X/DStoUR/j8HyILFD8lV6dDIEqN3SH5+/Ft986l8xywwDAUCTCuCEYdoe6dWrV8OyrIp/t956KwBAURR85zvfQUdHB3K5HB599FEsXepNjCYT4gq2mlrWoNg3ubhrteZOvp6lVvftWjx3f94NYqNBZvaFLXYIjt2UB/JkdReuaCBOw3kuBWp2ZBEAZ2ePPK1KDgwRptp3wUGYU7RgKQqeWPd7/vzmXW84tnvVT/rOFhWFf44772gouPOF2LETiXfQMvC1j/0Sl7efhxMKZJWcLg7yxucRj8bn9WJBu905pJa/mwjWgsmhHAnHNGiamDtrScX7qmGeRhXXdGXxTZJWR7fGyaIgLigf7om80RJTF6rfZhpjrcMOl4v9nasRwIA/xAtMuuiczawnIn538cu+jr8bA+R7JcwU9tCWf3HLW0kK0hBtQbHQSZXxmIu8B1xVv2II2w3RZsRwX18iAfTTQhxh4vZZFmJCuNRNDkeDhe3LAJACqf4UybcNDCPH1q2C+ih58eq5Czjzd0XT+vmziL0Kq47OVTFUZgSwWsW1CFZQU1JMmJRouj32GMTqYKbIsTxowKnufvWMm/Cl+Jn4whk/dOwjSO+PGSHf8tYHvovf/OVqTmg9u9u4yKyuucy1hWPJFFsvNNEFyo7ujchTwuv+vEbBWom1T6wFdo6zxj0pmnfbGKyuHjL1/m/mRmw1gFf8JI9aKoATh2lLAKcLxBtYtXyWmFA80BJ3Xvi6K/emNVR7NTenRHs6UnVt/4V2JSC7KQ+a1EvQlafGChfcCtSStkMAAJ26bQbNQg+1QlgMi8w4AODNjuf4c7t6ScutSLkyBthDjY6rreKrwR1i0T2sNgKKgcZYK85e81VeGZkpp3jj82hoeKbVIhbPXc4Letx5Q9Wg0xxPUTkSw1AtJaUuOxmGfZpIiGgnnCH3ZHqAV0cvmk2IamvMVoc110TeJKQOVMvzGilUTeMV6V4ts/gYaBI+O5fjEWpZ5EqT2G/OoY6/WxvIhJ5Qc+jJEbW7SYt7fgYjc3kF6MsQYhSD85z2u85x0e/PDUeVqUthY51CAJtohAM24QiblqMVZChQPdQ8XMydtYTbQO1JbQXgbeFUDe5QLAsZipN9QCCvYqiVFVH4TQuNMUJMWBFBmnYmcqPAOqkYQ1uYMLJXgq1gVcsBFKMKjGDPaxM8/wRCPqd1IS4647uIhuOOfYRowQXrlX3Xoz/Dj3r+gB93/Rb9VDWPhCqVs4Bg3K572ESJi7C2xkWe4weAmEnuZ12D27gRs7un88L2/XBozo+VuSDamyqNnCvHRnNhWatQWmTS2lD9vWzxxu4r7Dr16sMsMT6QBHCKQ5T5qxHApqAdwmp3ua67PcjmNy+r+XltimiIa+GgJXZCP7spD4Ks7oKuiZ21RnKreofsS3K3unSVV+sWKGEKGUNPUksiJIdta9EOIbMqs32KQcfEAQDddO6o5ZHmBfe4eb9S4biHhJB1mFbDZqwsMtQWxx2CHw5CgTBXcOodOwtTi0UKogrROEw/wiOWETVuu89CMj3An9+yixQF6ZaF+XTCa6MFQOTznURMDHtVC/ONBqwnq79Goc9KzXmuN1HS4P6NVux3rOPvuc1EEexXTfRTv7SWYKXVDABEguRYFxQFAyUSv4/rToWRTY4MDS5CIEJUSw3X7VnsRczIYESwrwmaikMRjQQqw4gjBetUAwA9xS46vvpTLNyh2ICfKYD279dess9hB9GiilmDcJ0vmUsWIQVVwS4PPz1GRGoV3DCwe2xJsbiNSTV7HUc6CCWAoUCYq82RGuouQ4h6sGbNDAaSPfjV1v+hn6/wIiKxTSKDqCRrHsKneMxYb3cvxGmBSF+uEzl6usRdHV1UTcNvPv8ybv38i3UtIFkXoiK9Dw3Qfuhzmvep+h6vJgCAVAAnEpIATnGIF72/SkJzawOR6HXLckj3QGXe4NJ5R9T8vDmhRfxxexEOmwd2g2Gru4Ar1MXUGLdx6KI5+yNKlbpXaGcPlnsSquMGfcS+hJRs9uVRKBAVsZ/mKMbVCBYXabWdafcTBaq33KoGvytkxiaBgHDcg4Lpa5SaDWeQR4ZeSfUa41ZDjIZnAtrQyihgk1SxSEEk1Y1VqgGr4dBlxyFaNlFSFDz72gP8+R1dJCQstpWbS/MxgcpQ3uz4kqqvjQVYfpwB72R9APj06m84/mbqeHPMJnNNJWfBBmD3xR7QFHRRA3Px+4hgE35eVZAwSQiLhZAZQi7bl1iN7hliIr+793dQqAhmxC8qFMQELcVxTdZDRoYD1lGml7ZBdLcPqwV3PiKzwhEJYIspRDtEAkivhaigbsajLbzQ6N0dr/Lnd+x5B8+8+mceSq1VcMPAekuXYXEF0FfFXkdMwwkK19niooGAaeHgfY71epsDLE84Y+Xx/bvOw25fZS6lV/tL8V6peXSmEcPTzLvVC6xLTaLUjwzNF43V2dKvGpg6WVAVJNMDvMBqkcunVkQ1BdkdTZAYP0gCOMUhqgd+n3c+y5LZJGwXK1eGBcSVrG5ZOGhfp0WHG/u02dWYrabzJshuyszrzO1v9aFF/4QjcmGccczFjudVTcPsErnRv7N7HQDw3JOwKx/LC8cdejpCpomMquKpV0kLo0SR5PnF9CZcctRVONc4BseVnSpNLcNdL4QqCGDQ8T9g208AQIyGe9NKkdvitMS8laJ60UAncDGMWwtM4RWVIzGhu9E3PEVS1TQsLJF9vr7NbsPX2U/z28r2+RWPtvBKPnfnhMXtK/jj8VAAWXi0Vqh82eLDcGDeJhisYr1VSJNoLVcqiIvmLIPPInmnO+nX2mf2IZ6fIfYQ7tFIIRYLITMEhdCt6NfoBdG83O1jKap9LLzrzIfUERBUOXFsYwFmLtypU4+9YSjsYvgaAAL0b5EAxrQGHmYWiRbrWhRyLThZLhsrvgGA/7jvn3Dxa/+Jfr2ylV41GFQBLCp2y2Z3hS3fVogGiL/Hzf/8FO4+9T4snjt0xT2zUcopRaw3twIADso7z8PmWGXuXEgoHvJKfWQFYbGy6emNyfdNzaB7kUKRLpYbG0a3cA0FbTK8cSu5x+uWhYXt+1V9T7UmANXa8EmMPSQBnOIICXkf1fLljjvsNPyTehjObz+74jXRR7C1BN7aqRpWLrMrp1s0t6UMmQBY4/agq9jj7DWX4defX4t9FxxUsd85ClEqNvSsBQDk6Epb7HRQDYbhx8Iiubn9fTvxEkxYJH+mOdSOYw45FZd96iY0Gs5V7HB90NzhIlapKCbTRwR7hcYICXN2a3Yeolfj8+HgyPixmFO0cMKBH69r+33aiXVPK+L8uahACmaFhz+euRqZfLYl7UKQntQusm9Xr2kWltNcodgDlthKs7sP7FjAqJJv6sYHZp3KH7NJsb3V7i7RjEqFVNd9aCqR72XRCfKgfbz9QWMR+1h30q85r8VZTBYSlDu/6TFzi58tqB/uCVL8XRm5i0Xta9Rv6Y6ODtE6+/TWC9YOjqk7wyGA7oKUMF3YOkK9WgixMiOA9r73n30UAGC+7lxcxWh6Q+egHQLe6cvz/s6Ak6RVQ8BgIWA7B9Bt3s1QjQCGQ9EKY/VqiIXJfSqplvg5c+q8f+Svq5aFWKTyvijOBV5LKnZ/bijXrs6eHSdh2T26baLdHK9erFEPIkF7bO/tInZIjR6ChIhqHrDa9DUnmXKQR3qKQ0z8raYAAsA3Pv2/ns+L7YJaqrQHErFk/oHcJqAt7FQy3PmEgWF0Gjh+8Vl4YtdNeMXXi4FkD3L0HlUPAQQIwXkLvdid3AwASKik0KM1ao8xHpwFCC156ykwERF25UwxAinuR+zNypQklsTsN62KhO/h4pJP/BSXDGP704+/AAvb98fShYfy58Rwzpzm6ivwatincQWQ3IldQiFIItcNqDYJYAibKrphqw8MrY1z+HlUra/qaECKJcwhCeDnTv8uen63C62Cx2Is0gTDtFBQFbT4Znm+L27q6KSVpI1lkxcfuBHwh6BbFkq0Ah0A9pnrXACFhMnR3enDDVEtdXf+md2yEHOKFjQLaKZGumI4OaAY3OQaABrHmgDqMQBEeVcsC8fsc0btNwgQFSIACFIyrgnnTVCPIJpT0QtnRf4/ffASHLnrHyrUpJgaBZBHP23pVyjkkVCd5CdWx/2FhadLip1b57ZYYTC0ILc+CodGprA2UhulXTpZYIRME5846RL87I7bkVVV3gfZjbBQPOSlAPIWikNYSC1qP4BY+tD7VnvRu5vOcCCS4V19pEWmGC3wQlUCKBXACYNUAKc4xBtnPQnNbogqWJNSX1L4slIDVMvCqmWnOfflWvGLTdCHwkdXfx6zSibSqorfPfLfPPfEK9nZC21BQra6aAI6SzKe12pPCi0NTrsCccVcD9xqAQsDiflLjWF7pdze5CTIoSHUnfHCiqXHOJTdmHBM95t36LD3d/BiUrSzx1fmFZaDpQEAQIPmPEas24GXSXkL7ZgyHgSQFRwFhwiVq5qGr//zbbjojP9yPM+6S7RHF3m+LybYvrDvUQ1+oSOGz7KwyJV/FRbOK3dlrxuiWupzFVkYhh9//NQzuOuc53kYWdd9XFUMKH6eO6pZFoJDqP3DRYNhE8p/MBfhjBM+W/d7xWtLsSyusIlFFWFfA+/C4ib2i+fuX0GK4tRjrr9ESOn2jncc6h8ARCNDkzRWkFJQFG5kbFSxjxHNuON1Ll7daIkTJZOpy+0lFQF/CEuK1Di6irm5uLj0OiMbaE5yI2rf95YuOtTx9z+2fnToQQ8BXffx8H13hkYLrNoFaNVszSQBnDhIAjjFIUrr9RRMuCHmsrgNb6vhZ595DP934p14/+Efce7LdVOup4KXQdd9WIlFAICneh7hN+p6iyYWNJFJtVtNI5Hq46vXfefZuWZzmp0hmOGMD6hUI9nNXrTaaBJyZebMWuzYPjwMY9zxxLy2JQibJuJl06EM1ouD9zsGimUho6rYvOstAECS9gGO+Z1h9jDI+WWolYpJo0WOn1sdHAvM1WdDtSwcMG/opHsvtJV9UCwLK/f7oOfrDZpQSIPaJFP062sqVao3AV+A2/v4hlIABbJseHSjiIbjCIec94EAsw7SQghRI2J/FRVpNDhgLrGEWpZXceXZvx9iaydEEqzD7r2sCyQg4o/jqPixmF+wcMLBnxhyny00l22QpoPs7CLKk0EJcVvRdORIVkOAmxjbBDBQJdoiRgPE8Ptw4F44tljkN1ugk0VutT7g4nnkVQX8mTXfwjn6EfjCB/675ueLBTSH5QP47GlXDmf4VcHaUfbRavgGtfZ1w5oAaJaF5pJ9EWnjsGCU8Iak2lMcIukLB4dHaABnFbHb8Lbqe/whzzy+gB60s6RhJzPXi9MP+zz++sbXscFv5540elS7eeGABauAnj9gj27h7S2vACAhV9HkeOHs5YDdbW7YPmhRFwEMMrNdYT+zGm2VMeAPIWyavAAkWGf/3vFGLNKE69/3E+g+/5A5n9Xe31K20K0reHMLyelM0nZqTRFnV4OPLD0f2HQLzjzx4or9HDXrA9jadx+OXDL8vshD4Qfn3Yd/695Wd96VG/992h/wzo7XcMwhp3q+3uhvBUzSo7RJq630iB0x4mblLVXVNBgW8Qp0V/a6IebEuU3cq38++T+ohUmFaQnwV1GRRoOPfuBf0PhyG1Yu/8CwQ4ai9Y3Yt9qnGfyeEg014fNrrqo7BaI9vgTIPoF+6vvZ0bcVANBWAn500q0I+MP1WZgIxRXMhsUwvPMbxWhArWruWmhrdhLAWTpR7FfMfj/+2rUNUY9zCHCeR6pHb+rmeDv+85xf1zWGI8y5eLu8G/+++idjtlDwWUAWQD8IIW/Qa88PAT0EmMDsEhAydfTqrA2fpCUTBXmkpzgMw8/zlWJ1hktFBAQLin2rVDLWC78vDNhezmgIDe8G+P7DP4KVL30P6wLERzBaNh02M7WwYukx0NeRNlfPb7wfANBUhuPmNb9tH56PBQCRGoa7Xoi7buisAjsq2Gm0tTjDzJEyaX8HAIEpdDkdefDJo3p/S9mHbr2M7V2EUSfUEgAVbXGn6nnG6otwxuqLPPfx+Y9ehc/jqlGNoxpUTRsx+QOAhXOWVm2JCAAt4blA8nUAQ5uni6peDN6E20fbXvmGCLqIpK9aiMwNFlYO+aKIBJqAzPDatA0Hq983snChSJZE03Ixrzg2TA/Nhe3LgT1Ar2bBLJfRk2ShRx+WL1lZ9368yGxLfLbHlrZTgN+sXc1dC4bhdywcZ0fJeXz2Kf+Orj9uw8qD1lR/Lz2PRkvZrv3sw6PcQyXYddCrFQGoiPtrL+7nxPcD+tZjsdmMtJUBa2fq0+pb+EiMHlNnxpKoio/5ViKR78GB+9Tf05UhKBDAg/c7ZlTjcBdVNIyg68X/nPcE7n3yJry4/UEsa6n/Jh3whzC7COwwgGf6nwT8QLvLpkbXfYiXLfTolADWUQEowl3AEaQ5hAvnLEPINBEtoyKkFBYUnYA1fW5cTYgCGEBHaivMchkDGjmm81v3q/3GaYLZjUuAJHk8t7G2ck5UPTL7xVRv1ZlRBd9QCqBA+oYqcLE/nxJAowH7zDkE6LsLjVVUpMmCrvvgsywUFcVBAH2CTVVjdHiVqEsXHAq8SlS7jr6dGMiQ/OAIhuf/6U6taSybmCNUiotgXoxi3udIIC4c95l9KACyqLn0n26s+T5GstQpkm4igv2u3dSCpyVa24HgvA99HW3PL8CRB56Cb//xbDACqI1DyoiEN6bWXULCE1//59tG/N7lS96H2S9YaDZ9aG0cnUedu6iiOea9Sq6FgD+ET57yFXwSXxn2e2eZIexAFhv9JGZ0SEMlIW4wVfTQx+6Q7lBgCfV5WqDC1NPmeDt+eewvEQo0VIRLiDcZCWkH61Rs9ga0GLMADKC32I2Ovp38mCyee0DtN04TLGxbDpBmM9hn7qE1tyWqHjknq6kebHIcyhPRp/l5SLReAjjbimOL1Y+DF70fJ6w8A1cM7MSBi48e+o0TDIMRQOE5sctONdWtGprj7YiWTSQ1Fe9sX4/BQi+gAxFleOFpw/BDsyyUaeSgrVSdgByz4kNY+sYPsFAd5b1UWAis2Pf4ut/HCeCoPn184HOFpdsbF1fZkkDVNHz4uPMAsApzkjvobl8qMX6QBHCaIxqO475Pv1jV12o4cBdVuPsOjzda9RYApB2caln46LFfrNgmavrB4tTukG49CNAQC+DMDVqx1Fs9DcEPRgADSn0T9t6A2Q1LgOQm9CKFrbtJG7iwWd0OZbph2aLDEV9LcpIOruIByCASwJaw9zXho4qN29qlYjuRANawfRJx/XmPYnvHOzxv9+MnVeZjTgUYJlG9xK41YreeWXX0nHWjqawiqQHbO99CqpwEdEYmhgfdAph9XouHNyRDNBzH/1302rD370bI0gGUEC+bw0plYCRLm5IKoD0mxbKwdMHhNbZ2IuZvAYrE4ms8isYkvCEJ4AzASAoBvOAuqhit6fFwMTuyGMgRArisoGPJ/Mo2Q1ElCEYAR+LJJ/q0hYNDV12HlABAW2MNZUmyN2HRrAOB5IPo1orY1f0eACA+hMHsdEI4FMUvVv8vVEWtqLp1g3TsIIuAOY3evU/Z5Ogb4pYr5sTV62NpGH7Poq2pBnZtiRWszG/PZ1l1Vey6ETcNbEMBnYNbkaI9ymOB4aem+ISFX6t/+JGN4SJoGQBKaCsNbwpm59GUVAAtBSwV4qhCw7DOyabwHGCA7kebPpGUqY6peB5JTFGIRRWG6e1WP57Yp80uYjk46H1zYav/kSZpi8nz4UAdBFDwQgz7hm/TM1Vx0BKiePbqKnb0EiuYhimWVzbeWL5kJZYtPmzI7URVb8Fs7xC57rGtF8S2g+7uGXs7WK6iJoQKmcoZNkdmWxNTyDXXm+1Aii78GsPDb2sm3inmxcc/zzVIWxi2YHhOBT5OAKfeYuwdv83sP3/s94f13raYXVyna1IBnChIAihRNyLCCj08CabHhy/7AFSafP3hlZ/z3CZG28GNNEmbTVL6ED1bGcI++wYeMoYfepqqmN+2DyLUK+y9wQ0AgKg1vOT6mQJR1Vu24FDPbXSa8+Wr0v2AwUkAh2/7NJXBwpdiqHD/hUdAtyzMLY0s74uZQSeKfRhUSey8NTa/1ls8IaqSS+cOv9huuFgcXQ4AOLBxeJ/Fen5PRQI4t0gO4r55Be87cPXw3ttqV+TrUgGcMMysJb3EqCC2VZoM0+P5s/fD+aEPwLRMHH7ACZ7bNIVnA4O2N9pwQTpMlB1eZbUQMRpZ8RqigbFtvTWZUDUNs8oqUhqwBb0AFES16aNwjiWYd1+8bFYNF5OJ2xzS2080IA4P08dyqoO17xMVwOVLVuK31q2Y0+JddTsUmkNzgNw76EUSCVqpPrelPr9TERlBCjl02ftHNJbh4LJP3YRPdmwetpWRTvNNtSlIAP9lny/hiXfvwlc/8othv3fx3P2Bl8ljGQKeOEgCKFE34g12bs1kmR5f8omf1nx90awDgME/IzrC8bGE/qE6NjDEQ62cAA7XF3Gqo9kKYTMy2GGQyabBN7Lep9MdTNVrKlc/57gCOAQB9At5f+Fh2hhNdfgoCdZdgaeR2FsxHL7PSbjlzSfxrq+IAq1Ur+XvWA0Z1R5TvE5z+tFiJD6WOs03VYewE5oMnPmBz+PMD3x+RO9tjrcjZJrIqCoMXVYBTxSm3lkkMWURDcZ4K6LgEA3HJwtrjj4b5/mPw78e+J8jer/BetvWSQAbI7Z3WdMwfcymOpo1J6Fd8P/bO+/4KMr8j39mtqaHkgChhSa9SQmxcooExAJ6isopoIIFVOxynjTvRFERC6KnJ+h5iuUntrMhIJ4Yeu9FmnQM6cmWmef3x+7MPjM7W1J3N/t9v155vTYzz8w88+wk+9lvbdQlwMj4RmnZlioHtlyYvP9qrabgbnS+cw9fgLwhYPb2bzbVoni5qM9VSJFkVfzZZIYmqQ3r75DH4i0jFI0u4JrSymWGwBjaZUV/QlNDgSyARNiIJhPsjKFCEGBHdApA0WTCwzctqPbxSpC+OUwB2DTNVw8s3L7GscLgzjdi1d7n0cptwZBmI3D7iOmRnlJUkpHUGqg8iBaWwO9/E1MjACeQFaIdYwJXlDg5qWFZXC2CVwAKtScAzWYLOroTscnkMcOnSzXrgdzMVQc99GoRk9BwBeDcqz7BkZO7A5bcImofEoBElbB5+z3ahYaZEGD1xnPpi5oGgu/rmdm46sHn0cyIi8aphVqJwEweNRcdfn0Xg/v/OeCYWTd/jGFbv8EVA0cHPVeivea9ZqMVs/fjpjYtgADQwd4Rm5gnUSlVrlmTtMZydH6xVVC+oIoN0HkXqj0jUfs0vKeIqFOUJvMJYXYpiDWUeC5zmEku7Vt2R2eHiG4OM5pXo5AtEftYrTZcO3hi0LJIKUnpyMu9JaR1ym7jBWADswB6vQamWv7YOT/7CvV1UjXbMQ51ZcHEGCb0mlpb06oTzN41FGvRikrEL2QBJKqE2nfU3LBqlClYvQIw3Cw7s9mCj+/YCAA1cj0RBAC0a9EFibKMVEmotQLu0YLF2+FBcWPWFpcPHA37gbmoFAUkV7Mbz/Pjv0FRaUHUd7oxqxbAhucCJuofEoBElVAa3yeaG2ZJEKvocW2HawEESPgRtUejtAz86+J3GlwGMOArl2MK0Q+5qiTak9DRZcF2mxsppuqVzhFNpqgXf4Avi7y2rahEfEJPEVElbN5/3ikJDSs+ScHq7U2qL1VBEPVFj445nrpoDYzGdk92blo1evWG4pKMYchwy8htf3WtnzuasHlDb8whOsoQRDjQU0RUiatajUba71/h+hH3R3oqdYLNlADIvrptBEHUDvde+yKarXgNV190Z62f+55Rs3EPZtf6eaON6y94EKdWPIqRvSdFeipEA0BgrJo9swgUFxcjLS0NRUVFSE1tWFX745VfNn2Nv218HMPsOXhizDuRng5BEARRB9DnN7mAMX/+fGRnZ8NutyMnJwdr166N9JSICHJR36uwfNxWEn8EQRBEgyauBeBHH32Ehx56CNOnT8fGjRvRu3dv5OXl4fTp05GeGhFBKKmDIAiCaOjEtQCcO3cuJkyYgPHjx6Nbt2544403kJiYiHfeIesPQRAEQRANl7gVgE6nExs2bMCQIUPUbaIoYsiQIcjPzzc8xuFwoLi4WPNDEARBEAQRa8StADx79iwkSUKzZtrG4c2aNcPJkycNj5k9ezbS0tLUn9atG1brL4IgCIIg4oO4FYDVYerUqSgqKlJ/jh49GukpEQRBEARBVJm4rQPYtGlTmEwmnDp1SrP91KlTaN68ueExNpsNNptN/V2poEOuYIIgCIKIHZTP7XiuhBe3AtBqtaJfv35YtmwZRo4cCQCQZRnLli3D5MmTwzpHSUkJAJArmCAIgiBikJKSEqSlNbzWi+EQtwIQAB566CGMHTsW/fv3x8CBAzFv3jyUlZVh/PjxYR2flZWFo0ePIiUlBYJQu825i4uL0bp1axw9ejRui1TWJbS+dQutb91C61u30PrWLdGwvowxlJSUICsrKyLXjwbiWgCOHj0aZ86cwbRp03Dy5En06dMH3333nV9iSCBEUUSrVq3qdI6pqan0D6gOofWtW2h96xZa37qF1rduifT6xqvlTyGuBSAATJ48OWyXL0EQBEEQREOAsoAJgiAIgiDiDBKAUYrNZsP06dM1WcdE7UHrW7fQ+tYttL51C61v3ULrGx0ILJ5zoAmCIAiCIOIQsgASBEEQBEHEGSQACYIgCIIg4gwSgARBEARBEHEGCcAoZP78+cjOzobdbkdOTg7Wrl0b6SnFJDNmzIAgCJqfLl26qPsrKysxadIkNGnSBMnJybj++uv9WgMSPn7++WdcffXVyMrKgiAI+PzzzzX7GWOYNm0aWrRogYSEBAwZMgT79u3TjCkoKMCYMWOQmpqK9PR03HHHHSgtLa3Hu4heQq3vuHHj/J7nYcOGacbQ+gZm9uzZGDBgAFJSUpCZmYmRI0diz549mjHh/E84cuQIRowYgcTERGRmZuLRRx+F2+2uz1uJSsJZ38GDB/s9w3fffbdmDK1v/UECMMr46KOP8NBDD2H69OnYuHEjevfujby8PJw+fTrSU4tJunfvjhMnTqg/v/zyi7rvwQcfxFdffYVPPvkEK1euxPHjx3HddddFcLbRTVlZGXr37o358+cb7p8zZw5eeeUVvPHGG1izZg2SkpKQl5eHyspKdcyYMWOwY8cOLF26FF9//TV+/vlnTJw4sb5uIapR1nf69OkAgOXLl/uNGTZsmOZ5/vDDDzX79eu7ZMkSpKSk1Mv8w2Hw4MEYPHhwRK69cuVKTJo0CatXr8bSpUvhcrkwdOhQlJWVqWNC/U+QJAkjRoyA0+nEr7/+infffReLFi3CtGnTInFLUUU46wsAEyZM0DzDc+bMUffR+tYzjIgqBg4cyCZNmqT+LkkSy8rKYrNnz47grGKT6dOns969exvuKywsZBaLhX3yySfqtl27djEALD8/v55mWHssXLiQAVB/TCYTy8rKYmPHjmW///57rV8PAFuyZIn6uyzLrHnz5uz5559XtxUWFjKbzcY+/PBDxhhjO3fuZADYunXr1DHffvstEwSBHTt2rErXnz9/Plu4cGGN7qGm1NUcDh48yACw++67T7N97Nix7Nprrw14nNH6jhkzhgGo8vrWFZdeeim79NJLIz0Nxhhjp0+fZgDYypUrGWPh/U/45ptvmCiK7OTJk+qYBQsWsNTUVOZwOOr3BqIc/foy5nn/H3jggYDH0PrWL2QBjCKcTic2bNiAIUOGqNtEUcSQIUOQn58fwZnFLvv27UNWVhbat2+PMWPG4MiRIwCADRs2wOVyada6S5cuaNOmTUyv9axZs/Dvf/8bb7zxBoYPH473338fl156qcYKVxccPHgQJ0+e1KxnWloacnJy1PXMz89Heno6+vfvr44ZMmQIRFHEmjVrqnS9119/HYsWLaqVuVeXSMzhp59+QmZmJjp37ox77rkHf/zxh7rPaH3ffvvtaq1vPFBUVAQAaNy4MYDw/ifk5+ejZ8+emnaheXl5KC4uxo4dO+px9tGPfn0V/vOf/6Bp06bo0aMHpk6divLycnUfrW/9Evet4KKJs2fPQpIkv17EzZo1w+7duyM0q9glJycHixYtQufOnXHixAnMnDkTF198MbZv346TJ0/CarUiPT1dc0yzZs1w8uTJyEy4Fhg+fLgqAO688040bdoUzz33HL788kvceOONdXZdZc2Mnl1l38mTJ5GZmanZbzab0bhx4zpd87KyMiQlJdXZ+euLYcOG4brrrkO7du1w4MAB/PWvf8Xw4cORn58Pk8lkuL52ux1NmjSJ6We6LpBlGVOmTMGFF16IHj16AEBY/xNOnjxp+Iwr+wgPRusLALfccgvatm2LrKwsbN26FY8//jj27NmDzz77DACtb31DFkCiwTJ8+HDccMMN6NWrF/Ly8vDNN9+gsLAQH3/8caSnVm9cfPHFAIADBw5otu/evRt//vOf0bhxY9jtdvTv3x9ffvml3/GFhYV48MEHkZ2dDZvNhlatWuG2227TjDl9+jRmz54NAGjXrh169+6Nd999VzPm0KFDePLJJ1FQUIB//vOf6NChA2w2GwYMGACXy6UZe/LkSYwfPx6tWrWCzWZDixYtcO211+LQoUMAgOzsbOzYsQMrV65UA8mVuLJFixZBEASsXLkS9957LzIzM9GqVSsAniSK7Oxsv3tUkoX0vP/++xg4cCASExPRqFEjXHLJJfjhhx9CzkFZtylTpqB169aw2Wzo2LEjnnvuOciy7Le+48aNQ1paGtLT0zF27FgUFhb6zQUAbrrpJlxzzTXo2bMnRo4ciSVLlmDdunVo27Yt7HY7/v73v+PIkSNYunSp5t7OnDmjOU9FRQXuv/9+NG3aFCkpKbjmmmtw7NgxCIKAGTNm+K3L/v37MW7cOKSnpyMtLQ3jx4/XWG0AYOHChbjsssuQmZkJm82Gbt26YcGCBYb3EQ1MmjQJ27dvx+LFiyM9lQZJoPWdOHEi8vLy0LNnT4wZMwbvvfcelixZ4vf/iagfyAIYRTRt2hQmk8kv6+zUqVNo3rx5hGbVcEhPT8d5552H/fv344orroDT6URhYaHmG39DW2tFNDVq1EjdtmPHDlx44YVo2bIlnnjiCSQlJeHjjz/GyJEj8X//938YNWoUAKC0tBQXX3wxdu3ahdtvvx3nn38+zp49qxGKFRUVGDx4MPbv3w8AeOCBB5Cfn49x48ahsLAQp06dQp8+fdTx586dw/PPP4+77roLgiBgzpw5KCwsRNOmTdUx119/PXbs2IH77rsP2dnZOH36NJYuXYojR44gOzsb8+bNw3333Yfk5GQ8+eSTAPwtj/feey8yMjIwbdo0vyD0cJg5cyZmzJiBCy64ALNmzYLVasWaNWuwfPlyDB06NOgcysvLcemll+LYsWO466670KZNG/z666+YOnUqTpw4gXnz5gHwZE1fe+21+OWXX3D33Xeja9euWLJkCcaOHRvWHN977z0AHtE9Y8YMLF26FEuWLMHGjRtxxRVXAIAqOPlnety4cfj4449x6623YtCgQVi5ciVGjBgR8Do33ngj2rVrh9mzZ2Pjxo14++23kZmZieeee04ds2DBAnTv3h3XXHMNzGYzvvrqK9x7772QZRmTJk0Kc9Xrh8mTJ6sJSMqXA8CzRqH+JzRv3tyvKoPy/7oh/d+oCYHW14icnBwAwP79+9GhQwda3/om0kGIhJaBAweyyZMnq79LksRatmxJSSC1QElJCWvUqBF7+eWX1YDvTz/9VN2/e/fumE8C+fHHH9mZM2fY0aNH2aeffsoyMjKYzWZjR48eVcdefvnlrGfPnqyyslLdJssyu+CCC1inTp3UbdOmTWMA2GeffeZ3PXiTQObNm8cAsH//+9+sefPm7IUXXmBOp5Pl5uay5ORkZrVa2YcffqgmNgBgy5cvV88zY8YMBoAtWrSIMcbYuXPnGABNMokR3bt3N0wmUNbhoosuYm63W7Nv7NixrG3btn7HTJ8+nfH/Cvft28dEUWSjRo1ikiRpxsqyHHIOTz/9NEtKSmJ79+7VbH/iiSeYyWRiR44cYYwx9vnnnzMAbM6cOeoYt9vNLr74YsMkED3dunVjANgXX3zBGPMlgaxfv14d85e//EWTBLJhwwYGgE2ZMkVzrnHjxjEAbPr06X7rcvvtt2vGjho1ijVp0kSzrby83G9+eXl5rH379pptkUwCkWWZTZo0iWVlZfm9N4yxsP4nKEkKp06dUse8+eabLDU1VfP3FI+EWl8jfvnlFwaAbdmyhTFG61vfkACMMhYvXsxsNhtbtGgR27lzJ5s4cSJLT0/XZEUR4fHwww+zn376iR08eJCtWrWKDRkyhDVt2pSdPn2aMcbY3Xffzdq0acOWL1/O1q9fz3Jzc1lubm6EZ1099FnAyk92djb7/vvv1XF//PEHEwSBPf300+zMmTOan5kzZzIAatZw9+7dNVnUJSUlbNOmTWzTpk0MAJs7dy7Lzc1lGRkZTJIk9uyzz7L09HT2xRdfsOeee44BYM2aNWMVFRWqAGzTpg3r27cvW7NmDfvll19Y+/btGQD28ssvM8YYq6ysZFarlY0YMYIVFBQEvN9QAvDdd9/12xeuAHz++ecZALZp06agax5oDr169WLDhg3zW98ff/yRAWDvv/8+Y4yxiRMnMrPZzEpKShhjvvWdM2cOA8BuuukmtmnTJnb48GFWUlLCHnnkEZafn88OHjzIfvzxR5acnMzMZjPbvn27eu1hw4Zp1rdx48aae/vHP/7BAPh9QCvC0EgArl27VjN27ty5DAArKioyXJfCwkJ25swZ9swzzzAArLCwUN0XSQF4zz33sLS0NPbTTz+xEydOqD+8eA31P8HtdrMePXqwoUOHss2bN7PvvvuOZWRksKlTp0bilqKKUOu7f/9+NmvWLLZ+/Xp28OBB9sUXX7D27duzSy65RD0HrW/9QgIwCnn11VdZmzZtmNVqZQMHDmSrV6+O9JRiktGjR7MWLVowq9XKWrZsyUaPHs3279+v7q+oqGD33nsva9SoEUtMTGSjRo1iJ06ciOCMq48ifObPn8+WLl3KPv30U3bllVey5ORk9tNPP6nj1qxZYygU+Z+NGzcyxhiz2+1szJgx6rErVqwwHJ+ZmckY81gAnnrqKdasWTNmsVgYADZt2jTGmK+0ybRp09jNN9/MkpOTWWpqKhs/fjwDwGbMmKFe56WXXmKiKDKLxcIuvvhi9txzz/m9L6EE4M8//+y3L1wBePfddzNRFEOWnQg0h4SEhKDrO3fuXMaYx0LWunVr9bhA6zt27FhWXl7Ohg4dyjIyMpjFYmFt27ZlV111FUtLS2MAWI8ePdgjjzzCfv75Z8369unTR3NvEydOZKIoMpfLpZlzUVFRQAGo//KprPGhQ4fUbb/88gu7/PLLWWJiot/8Dx8+rI6LpAAM9H7wpXzC+Z9w6NAhNnz4cJaQkMCaNm3KHn74Yb/1jEdCre+RI0fYJZdcwho3bsxsNhvr2LEje/TRR/2+SND61h8UAxiFTJ48GZMnT470NGKeUAHedrsd8+fPD1jYOBYZOHCgmgU8cuRIXHTRRbjllluwZ88eJCcnqzFhjzzyCPLy8gzP0bFjR8PtgwcPBmNMs61Lly5q5qkgCJg1axZmzZqFLVu2oE+fPn5ZqSkpKfjggw802xYuXKg575QpU3D11Vfj888/x/fff4+nnnoKs2fPxvLly9G3b9+w1iEhIcFvm1GiB+ApPlubyLKMK664Ao899pjh/vPOO89wu7K+W7duRe/evbFw4UKMGzdO3f/999/7HVNQUIAvvvgCP/zwA95++2289NJLeOONN9Q1njFjBjZv3lyj+zGZTIbblffswIEDuPzyy9GlSxfMnTsXrVu3htVqxTfffIOXXnrJL/ElUuifXSPC+Z/Qtm1bfPPNN7U5tQZBqPVt3bo1Vq5cGfI8tL71BwlAgmigmEwmzJ49G3/605/w2muv4YknnkD79u0BABaLRVPvzIgOHTpg+/btQce0bdsWW7duhSzLEEVfUQGlbFHbtm2rNfcOHTrg4YcfxsMPP4x9+/ahT58+ePHFF/H+++8DCCzmgtGoUSPDDNvDhw/7XVuWZezcuVOTwKIn0Bw6dOiA0tLSkOvbtm1bLFu2DKWlpUhOTla369tnBaNx48YYP348xo8fj9LSUlxyySWYMWMG7rzzzoDXlGUZBw8eRKdOndTtShJPdfjqq6/gcDjw5Zdfok2bNur2FStWVPucBEHUPVQGhiAaMIMHD8bAgQMxb948VFZWIjMzE4MHD8abb76JEydO+I3nS4Zcf/312LJlC5YsWeI3Tvm2f+WVV+LkyZP46KOP1H1utxuvvvoqkpOTcemll1ZpvuXl5X5Fqzt06ICUlBQ4HA51W1JSUsByKYHo0KEDioqKsHXrVnXbiRMn/O5v5MiREEURs2bN8rNe8VaOQHO48cYbkZ+fb2ixKywsVPuaXnnllXC73ZpyKZIk4dVXXw3rfvgi0ACQnJyMjh07atZJj2L1ff311zXbw72mEYqFkF+boqIiLFy4sNrnJAii7iELIEE0cB599FHccMMNWLRoEe6++27Mnz8fF110EXr27IkJEyagffv2OHXqFPLz8/H7779jy5Yt6nGffvopbrjhBtx+++3o168fCgoK8OWXX+KNN95A7969MXHiRLz55psYN24cNmzYgOzsbHz66adYtWoV5s2bV+U+tHv37sXll1+OG2+8Ed26dYPZbMaSJUtw6tQp3HTTTeq4fv36YcGCBfj73/+Ojh07IjMzE5dddlnQc9900014/PHHMWrUKNx///0oLy/HggULcN5552Hjxo3quI4dO+LJJ5/E008/jYsvvhjXXXcdbDYb1q1bh6ysLLXmYaA5PProo/jyyy9x1VVXYdy4cejXrx/Kysqwbds2fPrppzh06BCaNm2Kq6++GhdeeCGeeOIJHDp0CN26dcNnn32mdlAIRbdu3TB48GD069cPjRs3xvr16/Hpp58GDR/p168frr/+esybNw9//PGHWgZm7969AKpnWR06dCisViuuvvpq3HXXXSgtLcVbb72FzMxMwy8ZBEFECRGLPiQIotZQAvP5PrAKkiSxDh06sA4dOqilUQ4cOMBuu+021rx5c2axWFjLli3ZVVddpSmBwZgna3jy5MmsZcuWzGq1slatWrGxY8eys2fPqmNOnTrFxo8fz5o2bcqsVivr2bOnX49cJQnEqLwLuOSDs2fPskmTJrEuXbqwpKQklpaWxnJyctjHH3+sOebkyZNsxIgRLCUlhQFQEwuCrQNjjP3www+sR48ezGq1ss6dO7P333/fLwlE4Z133mF9+/ZlNpuNNWrUiF166aVs6dKlIefAmCejd+rUqaxjx47MarWypk2bsgsuuEAtk8Ov76233spSU1NZWloau/XWW9Us61B9hv/+97+zgQMHsvT0dJaQkMC6dOnC/vGPf2jOb3RvZWVlbNKkSaxx48YsOTmZjRw5ku3Zs4cBYM8++6zfsWfOnNEcr6zxwYMH1W1ffvkl69WrF7Pb7Sw7O5s999xz7J133vEbF029gAki3hEYCyMyliAIgmiwbN68GX379sX777+PMWPGRHo6BEHUAxQDSBAEEUdUVFT4bZs3bx5EUcQll1wSgRkRBBEJKAaQIAgijpgzZw42bNiAP/3pTzCbzfj222/x7bffYuLEiWjdunWkp0cQRD1BLmCCIIg4YunSpZg5cyZ27tyJ0tJStGnTBrfeeiuefPJJmM1kEyCIeIEEIEEQBEEQRJxBMYAEQRAEQRBxBglAgiAIgiCIOIMCPmqALMs4fvw4UlJSqlVAlSAIgiCI+ocxhpKSEmRlZWnaWMYTJABrwPHjxylrjiAIgiBilKNHj6JVq1aRnkZEIAFYA5Q2V0ePHkVqamqEZ0MQBEEQRDgUFxejdevWVW5X2ZAgAVgDFLdvamoqCUCCIAiCiDHiOXwrPh3fBEEQBEEQcQwJQIIgCIIgiDiDBCBBEARBEEScQTGARIOGyTLOnDiMzJbtIj0VgiCqiCzLcDqdkZ4GEYNYLBaYTKZITyOqIQFINGhWvzsVuYffwOr292PQbU9HejoEQYSJ0+nEwYMHIctypKdCxCjp6elo3rx5XCd6BIMEINGgyT38BgBg0G+vACABSBCxAGMMJ06cgMlkQuvWreO2UC9RPRhjKC8vx+nTpwEALVq0iPCMohMSgARBEERU4Xa7UV5ejqysLCQmJkZ6OkQMkpCQAAA4ffo0MjMzyR1sAH2tIgiCIKIKSZIAAFarNcIzIWIZ5cuDy+WK8EyiExKABBHHrJl/B/LfmhLpaRCEIRS7RdQEen6CQy5ggohTjh/cjZwznwIA3K45MFvI2kIQBBEvkAWQIOIUV2WZ+lqS3BGcCUHENzNmzECfPn2qdMzgwYMxZcqUiM+DiF3IAkgQcQoDU19LboqRIYhI8cgjj+C+++6r0jGfffYZLBZLHc2IiAdIABJEnMKYTwC63WQBJIj6hjEGSZKQnJyM5OTkKh3buHHjOpoVES+QC5gg4hTGFdiVyQJIELWCw+HA/fffj8zMTNjtdlx00UVYt24dAOCnn36CIAj49ttv0a9fP9hsNvzyyy9+rle32437778f6enpaNKkCR5//HGMHTsWI0eOVMfoXcDZ2dl45plncPvttyMlJQVt2rTBP//5T83cHn/8cZx33nlITExE+/bt8dRTT1GGbBxDApAg4hSZi/ujGEAimmGModzpjsgPbykPh8ceewz/93//h3fffRcbN25Ex44dkZeXh4KCAnXME088gWeffRa7du1Cr169/M7x3HPP4T//+Q8WLlyIVatWobi4GJ9//nnIa7/44ovo378/Nm3ahHvvvRf33HMP9uzZo+5PSUnBokWLsHPnTrz88st466238NJLL1Xp/oiGA7mACSJOkSUX95oEIBG9VLgkdJv2fUSuvXNWHhKt4X1UlpWVYcGCBVi0aBGGDx8OAHjrrbewdOlS/Otf/8KAAQMAALNmzcIVV1wR8Dyvvvoqpk6dilGjRgEAXnvtNXzzzTchr3/llVfi3nvvBeCx9r300ktYsWIFOnfuDAD429/+po7Nzs7GI488gsWLF+Oxxx4L6/6IhgUJQIKIU2SXU31NSSAEUXMOHDgAl8uFCy+8UN1msVgwcOBA7Nq1SxWA/fv3D3iOoqIinDp1CgMHDlS3mUwm9OvXL2RfZN6aKAgCmjdvrrZDA4CPPvoIr7zyCg4cOIDS0lK43W6kpqZW+T6JhgEJQIKIU3jRJ1ESCBHFJFhM2DkrL2LXrm2SkpJq/ZwA/LKCBUFQRWN+fj7GjBmDmTNnIi8vD2lpaVi8eDFefPHFOpkLEf2QACSIOEV2O3yvJWeQkfXDicN7cGLnr+gz9DaI1LeT4BAEIWw3bCTp0KEDrFYrVq1ahbZt2wLwtCFbt25d2DX70tLS0KxZM6xbtw6XXHIJAE9rvI0bN9aoRt+vv/6Ktm3b4sknn1S3HT58uNrnI2Kf6P+LIog4o7jwD+xZ+RG6DL4JKWl1V+qBF31yFFgAWywciBYA1rud6H/1XZGeDkFUmaSkJNxzzz149NFH0bhxY7Rp0wZz5sxBeXk57rjjDmzZsiWs89x3332YPXs2OnbsiC5duuDVV1/FuXPnatTarFOnTjhy5AgWL16MAQMG4L///S+WLFlS7fMRsQ9lARNElHHwjdEYsGkq9r85pk6vw4u+aMoClg7+EukpEES1efbZZ3H99dfj1ltvxfnnn4/9+/fj+++/R6NGjcI+x+OPP46bb74Zt912G3Jzc5GcnIy8vDzY7fZqz+uaa67Bgw8+iMmTJ6NPnz749ddf8dRTT1X7fETsI7Cq5rgTKsXFxUhLS0NRUREF0kYrM9K410WRm0dVqKc5b/jmX+i39iEAwP5R/0XH3hfV2bXCwnvfa5qMRM5970Z2LkREqaysxMGDB9GuXbsaiZ6GgizL6Nq1K2688UY8/fTTkZ5OzBDsOaLPb7IAEkS1qawow878b+F2RT5+rjowd5SWgREo/o+Ibw4fPoy33noLe/fuxbZt23DPPffg4MGDuOWWWyI9NaIBQQKQIKrJrlf/jG7f34R1i2KzhpamDmAUlYFhIglAIr4RRRGLFi3CgAEDcOGFF2Lbtm348ccf0bVr10hPjWhAUBIIQVSTvuW/AgB6//4BgHkRnUt1YG4uCYQsgAQRNbRu3RqrVq2K9DSIBg5ZAAkiXpF5F3D0WAAh0L8lgiCIuob+0xJEnMI40ceiyAJILmCCIIi6hwQgQdQQATGaSB9FLmDGt7giFzBBEESdQwKQIGpIrApAJkePBdDNJ6GQBZAgCKLOIQFIEPEK7wKWIxsD6HRU+H4hCyBBEESdQwKQIGpI9ZszRRgpeuoAup2+vsQQ6d8SQRBEXUP/aQkiThFkn+iLtAvY5aiM6PUJgogtDh06BEEQsHnz5khPJWYhAUgQNSRWYwAh+ZJAIi0AnU5OAMpS5CZCEHHG4MGDMWXKlHq5Fom26IIEIEHUmNgUgAIf9ydH2gXMxQBGeC4EUVs4nbHZJlIPYwxuN/1dNjTiWgDOnj0bAwYMQEpKCjIzMzFy5Ejs2bMn0tMiiHqBdwFHVQwgWQCJGGXw4MGYPHkypkyZgqZNmyIvLw/bt2/H8OHDkZycjGbNmuHWW2/F2bNn1WNkWcacOXPQsWNH2Gw2tGnTBv/4xz/U/du2bcNll12GhIQENGnSBBMnTkRpaam6f9y4cRg5ciReeOEFtGjRAk2aNMGkSZPgcvm+4L3++uvo1KkT7HY7mjVrhj//+c/qsStXrsTLL78MQRAgCAIOHTqEn376CYIg4Ntvv0W/fv1gs9nwyy+/qNfimTJlCgYPHhzW/bRr1w4A0LdvXwiCoDnu7bffRteuXWG329GlSxe8/vrrmuusXbsWffv2hd1uR//+/bFp06bqvUmESly3glu5ciUmTZqEAQMGwO12469//SuGDh2KnTt3IikpKdLTI2KEWE0CiSYLoOTyCUDBYC57N65EwdqP0HPMM0hKSa/HmRFRAWOAqzwy17YkAkL4f+Xvvvsu7rnnHqxatQqFhYW47LLLcOedd+Kll15CRUUFHn/8cdx4441Yvnw5AGDq1Kl466238NJLL+Giiy7CiRMnsHv3bgBAWVkZ8vLykJubi3Xr1uH06dO48847MXnyZCxatEi95ooVK9CiRQusWLEC+/fvx+jRo9GnTx9MmDAB69evx/33349///vfuOCCC1BQUID//e9/AICXX34Ze/fuRY8ePTBr1iwAQEZGBg4dOgQAeOKJJ/DCCy+gffv2aNSoUVj3H+x+1q5di4EDB+LHH39E9+7dYbVaAQD/+c9/MG3aNLz22mvo27cvNm3ahAkTJiApKQljx45FaWkprrrqKlxxxRV4//33cfDgQTzwwANhvyeEMXEtAL/77jvN74sWLUJmZiY2bNiASy65JEKzImKNWI0B1CSBRFoA8jGAzN8CeN6X1wAAVr8vY9A9b9TXtIhowVUOPJMVmWv/9ThgDd8g0KlTJ8yZMwcA8Pe//x19+/bFM888o+5/55130Lp1a+zduxctWrTAyy+/jNdeew1jx44FAHTo0AEXXXQRAOCDDz5AZWUl3nvvPdUo8dprr+Hqq6/Gc889h2bNmgEAGjVqhNdeew0mkwldunTBiBEjsGzZMkyYMAFHjhxBUlISrrrqKqSkpKBt27bo27cvACAtLQ1WqxWJiYlo3ry5373MmjULV1xxRdj3XlJSEvR+MjIyAABNmjTRXG/69Ol48cUXcd111wHwWAp37tyJN998E2PHjsUHH3wAWZbxr3/9C3a7Hd27d8fvv/+Oe+65J+y5Ef7EtQDUU1RUBABo3Lix4X6HwwGHw2epKC4urpd5RQOS2419G5ajbY9cJCSlRHo6RC0gsuixALpdPgFoZAFUSCrcXR/TIYhq069fP/X1li1bsGLFCiQnJ/uNO3DgAAoLC+FwOHD55ZcbnmvXrl3o3bu3xiN14YUXQpZl7NmzRxWA3bt3h8nkq5/ZokULbNu2DQBwxRVXoG3btmjfvj2GDRuGYcOGYdSoUUhMTAx5L/379w/vprn5BrsfI8rKynDgwAHccccdmDBhgrrd7XYjLS1NPW+vXr1gt9vV/bm5uVWaG+EPCUAvsixjypQpuPDCC9GjRw/DMbNnz8bMmTPreWbRwboPZ2HQgZexdUV/9HpiWaSnE1XU1AK45uPnIRceRe7EV2ppRuGhEVoRjgHkXcDBxGisWluJGmJJ9FjiInXtKsCLtdLSUtVap6dFixb47bffajw9ALBYLJrfBUGA7G2vmJKSgo0bN+Knn37CDz/8gGnTpmHGjBlYt24d0tPTg55XHwoliiIY0/4N8rGGCQkJVZ67Es/41ltvIScnR7OPF7VE7RPXSSA8kyZNwvbt27F48eKAY6ZOnYqioiL15+jRo/U2v+2rvsLu9ZETXtkH/gMA6FW5PmJzUNi64lNs/vHDSE9DpaYxgDk7/47c4+9i/5ZVtTKfcBE1MYCRTbyQeQHI5MADifhEEDxu2Ej8VCH+T8/555+PHTt2IDs7Gx07dtT8JCUloVOnTkhISMCyZcb/27t27YotW7agrKxM3bZq1SqIoojOnTuHPQ+z2YwhQ4Zgzpw52Lp1Kw4dOqTGIFqtVkhSeH//GRkZOHHihGYbX9Il1P0oMX/89Zo1a4asrCz89ttvfmukJI107doVW7duRWWlz1OwevXqsOZMBIYEIIDJkyfj66+/xooVK9CqVauA42w2G1JTUzU/9cEfp35Hj6V/QZevrwOTI/PhKCI6PpRdTgd6rbwDfX65G0UFZyI9nVqlsrSgXq9n4lzAkY4BlN3Bk0DUfYwsgETsMGnSJBQUFODmm2/GunXrcODAAXz//fcYP348JEmC3W7H448/jsceewzvvfceDhw4gNWrV+Nf//oXAGDMmDGw2+0YO3Ystm/fjhUrVuC+++7Drbfeqrp/Q/H111/jlVdewebNm3H48GG89957kGVZFZDZ2dlYs2YNDh06hLNnz6qWQyMuu+wyrF+/Hu+99x727duH6dOnY/v27er+UPeTmZmJhIQEfPfddzh16pQadjVz5kzMnj0br7zyCvbu3Ytt27Zh4cKFmDt3LgDglltugSAImDBhAnbu3IlvvvkGL7zwQtXfEEJDXAtAxhgmT56MJUuWYPny5eq3jWij4LjPTRDsj7MuMSE6SnNIbp9oKS08G2Rk/SEKtSRKakHcHN6zGevn/hlH9m4OOVbkki2Cia76gLcACgZJINzIup8MQdQSWVlZWLVqFSRJwtChQ9GzZ09MmTIF6enpEL0tD5966ik8/PDDmDZtGrp27YrRo0fj9OnTAIDExER8//33KCgowIABA/DnP/8Zl19+OV577bWw55Ceno7PPvsMl112Gbp27Yo33ngDH374Ibp37w4AeOSRR2AymdCtWzdkZGTgyJEjAc+Vl5eHp556Co899hgGDBiAkpIS3HbbbZoxwe7HbDbjlVdewZtvvomsrCxce+21AIA777wTb7/9NhYuXIiePXvi0ksvxaJFi9TP5OTkZHz11VfYtm0b+vbtiyeffNLQrU5UDYHpHfpxxL333osPPvgAX3zxhcacnpaWFlYsQ3FxMdLS0lBUVFSn1sDda35Al29vAAA4p56C1WYPcUTtc25GKzRCieeXGUX1fn2FirISJDzvsdIe/csvaN2xZ/ADZqRxr2t53rV1bu95tl/+HnpcfG2Nzls+PROJggM7rT3R7a+/BB27+++D0MW9CwCQnzW23mMQedb+30sYuG0GAGB96hD0f+j/tAO8axLOfRGxT2VlJQ4ePIh27dppAv8JoioEe47q6/M7molrC+CCBQtQVFSEwYMHo0WLFurPRx99FOmpaeC7JESqYK8pgOVl95ofcHjP5nqbhyTxxYujwypZE3iXfm18FUsUPJa0VFdo9zjvAjYqvVKfsDBdwLWySARBEER8ZwHHivFTcvkEoBQhASgyWZPtkP/WFLQ5/g26sFOeDfVkFeRd4JGOW6sNJMnN/RHWzL1ZXloEJV/xVFIXBI5m9WBivvUTIpwEohGAQZJAKAuYIAiidohrC2CswBfJDTdbq7bRJ4HkHluIlor4q0d4i1lNLICOyvJ6T6jZmf8tDu3SZlFrYjpr+IXk8A5fVpw7oWnI8Zq4zgiLaeb29UwVWLC51I8APLp/GzbNGY69G3+ql+sRBEHUNyQAYwCZE4AsylzA1aGkqAAnj+6v1rG8C5xV02p1+thBiLNbYcO8G6p1fHU4fnA3un1/E7I/0hZI1dxPDQVg0a6Vvl/CKKXCu4CNEi/Wz70em+YMrx+hLPkEoBjEHV1fbfekD25B3/Jfcd6X19bTFQmCIOoXEoAxgOziLYChBWBJUQE2//ghHJW11zszVBaw2+UMup9HmNsNzf/VD2eOH6ryPGRO9FU3HvK3b1+FRZDQv/jHsI85eWRfjaxBZw5tM9zO309NLYDNjnzNnSu0ODazwBbAyooy9C/+EX3Lf8WJI/tqNK+wcIeZBVxPYRstpBOhBxF1TqyE6RDRCT0/wSEBGAMwLgZQDsPqtX3xU+jzy93Y8t83a20OZsFnBcp/+0G//U5HBY7u2xLSLSu53UgWPPdzbGd+lefBOMuWpntEVc4hVP2xb/5Of5z35bU4vHtjta4ZSLjwLn0WxL3JZBlrPnkB+7cYZ8Ae3LkO7eTD6u/hxPSZwMcAagWg1tJa9xZAQWMBjHwnEPrYiCxKBwinM/wvlgShp7zcYwTRd0ohPMR1EkisIDt9lrxw4t7MFX8AAKTik3Uyn9zf3/HbtmXxDOT+/g5WNx+DQXe/HvDYc6ePQYlOs6f64tQktxsmc+jHkb9/viZglRCr317o1K5VaNvl/CofxwK4ZIPFAMpMUL+hbVr6H+TseBrYAaC3f8JN4dGduguGFm1mXgDqrG5ud/2GGghSeEkgJM3iA7PZjMTERJw5cwYWi0WtmUcQ4cAYQ3l5OU6fPo309HRqKRcAEoAxgOD0tQEKy+2pfJi7q2chqw6KKBx08j8AAgvAgpOHVAGoWDO3rfwMHZbfjZ39ZqH/NXcHvY7GBVxNASgINfhnIFVTdAawAGpjOgMLH+eJXUFPr38ughdT9mBmbjWoTj++umtbXQSuLV3wGMD6EYAyOUciiiAIaNGiBQ4ePIjDhw+HPoAgDEhPT0fz5s0jPY2ohQRgLOAKbAHc/r8vUHZ8N3JGP65uUywovFtNz5pPXkTKviVoefcSpDXOqOUJB6b0jK/KvOzN/Oy+/HaIAkP/jY8DoQSgxMcAVs89xGrQ25PVsgDkBa1+iOZXq39h8qP7t+Hsb1vQd+hf/BJiwhKAXFyn3gXsdvNt4mo/85zJMgTOqiOEmQRCxA9WqxWdOnUiNzBRLSwWC1n+QkACMAYQ3LwA1H5Q91jmacOze+356DLwCs9GRUkEEUg5O2YBAPI/mYXcu16txdkGx1lwVH0texNHqtJKTVM4udoWwOpbd6orAHkXMC9+NAJQ994yLudVsCSqr90uJ8wWK1q/fxFaA9hmTwL8BGBoF7AliAuYf85qu/akLEnY8+xFcJpT0PvxHwAAoswJwCAJR6Huq7KiDLLkRmJyWtBxRGwgiiJ1AiGIOoL8HDGA6OaTQDwfxi6nAwd3rlO3l545pL4WvK5E3q0W8NzO+m3rxop92ZWygZhyOYO7rZnGBVxNFzcXA1jlBIcw1jTkKWStGPS9Diy0RIvvQ7C0qECzr2zv/6psAZQlSZPYox8vcXX5jN6nmvD7gW3o6tqJ3hVr1PdbrAUXsCxJKH2uG0pf6BPyOQoFq7eCMwRBEJGBBGAMYOIEIPO6QHfMuxbtPh6ibuetWuG4gPVj6wtL2XH1tZGAc/2jNQ7uWBPweJkTSVUVJqr7mBOAkuRGSVEBdq/7MSwxWH0XMJe8EsC6FtzV6hM+ZcV/6E7t8LMAhiqX4tJlUOszbzUWwCqU+AkHJvmvBS9A9QIw3ILfp37fj6YoRCYKcO7M8dAH6OfFi3ESgARBNHBIAMYAZsnfAtinXF9ChXsrvR/+vFstIPUsABMqfd1DjARcouCAY8kDAY+viQtYdbdySSAupwN/vHwpuvz3emz45u0wTlK9+DS+HpXG7RumC5gXnhUl5zTjBMlZZQugvm6jXxawy3e92u4/zZe7UTK5RU7Y67vO8PGIwSyAZw/tUF+7HJUBxxmx7qXROP50F5SVFHrnSBAE0bAhARgDWHgBGMAawuc1KC7g8ARg7X7UOVjwekt2yZfRzAJYltLdZwIer4mlq6I1TrU2cckHTkclsmVPYop552fG1+REp1DdGECZE4ASb8XkXcDa95Z/Z/hWaZUlWhewoQAM0bmFF3iAkdXNZfi6NuDnqpSbEVlgF7C23E/g57Xs+G71tbOyNOz5OCrLMaDoO7Rkp3BgwzLPVWqQKEQQBBELkACMASyyz5oRsBA0/4GluIDD6O9a22U1pBCPlJn7oA8k4DLYH4bbAa0AZlXMAvYJOd9aubg2e7JgLF61btrqiiGuh7FsLPr8YwB5C6DvXp1l2rhNQXL6dfIIZQHk7xswEICc6KpJSZiKshLkv/MYftvuc+trMrkVCyB3fX3XGd4CKDIGWZKw5tWxWLvkFc044Q9fxxJXZRnC5fe9m9XX1uR05WxhH08QBBGLkACMAWwyFwMYQAAKnABU4vpM4YgV79jf92/H0Zldsfb/XqrBTAE7nKrQKi78Q3WpKViYT8gEEnCmIFnBWpdp9SyAGgsUFwvHROOkeF4AVtsCyHcw4QUQL9yCuIDBWQDd5VoXcELFCbBSrdU0VGwnn+QBGFkAqx9rybP5P08i98ibaP/pUMNzK/GFGhdw0JqEDJt//AA5f3yOgVue0oxLLDmovnZVhC8AC37zdXdRrkUuYIIgGjokAGMAK/OJlIDxWFxcm+L+M4XhAlaEwtnPHkFrdhwDt82o/kThKelSWVGGirISpM5rD/ZCF81+rQCsurDQdNSoahKIYnnjxIabixWTAwhA3mIVTma1IbyrXWP1C+wC1hzOiWW5okhzXE/HJgz6/V+a8aEsgJKfC1j7XEkSb6mtfgxg8h9b/a/Ni1nvdfi2dMEsgAJkuIpPG16rifOY7xhH+AJQOuHr06zUpqQkEIIgGjokAGMAO3wiJZyivIKSBMLCESuesSYpcNmMqpZKKS8twtE9HqtKslABiWsrZgE3pyAu3BJdqRMFrQs4+P3p560eK/MWKN4CaFGP27Hqvyg47REUvADRu1rDRuYtgJx1jX8/Zb0FEIb7WEWRdk4cTuYRsWIIC6DbFdwFzDQWwOoLQGbQdYXPKpbVGMDASSB8DKCJSQhkn7NxX5SkKgjApMI93HwUCyAJQIIgGjYkAGOABI0F0FgAauPHPB+g5nAEoFcsymLg5I1AYiMQlWUlcJQWcsf7PvCtYcQAAsCZo/sMt7Mggmnf5v9h7adzVeHHdAkuyrH8WrkNBODmHz9A96W3gL2e67mMxgJYPTHEWy4D1wEMIu45sSw4ivyyeBWc8NxDqCQQfR9lf7crJwDd1S8DwwyKbvPlfxRLo4kFtgDyFkMT3AEz1/njJEe54RgjEtzFvrmpzyQJQIIgGjYkAKMcWZJgFfgkBGMBwsdpVSUGUBEKwQSgPmEgFI7yYri4ODVebFg1FsDA86vQ1bpT0LqAdaVMvnoAA7fPxP6tqwD4J8yov/MxgPy9eV3Arp3/BQA0QZF3OBcDWF0ByFvw+GLWvHVNdmstnHwnEG6tTM4SOAMUOnYJnnsI5gKWJQklp7T9VUVI2LfpZ+x45hLs2/w/TZu9YAWqQ8EM/sXwAlCxuJn4JJAg8Yhm5ta40/n1MnPHyc7wBSD/Ram+eyATBEFEChKAUcz2VV9h47wbNNsCWol4keJ1kZlRFQugNeCQqtZUc5YXw13hs6q4vPFmbpdT030imAAM9EGsuX+dazJJ8lyz/NxJzzn0LmADAegs92XUqi5gk3YtNEkg1Y0BDOD21QhaWTLM8nZUlkN0+tbT4izEsd3r/MYBgBv+LmBZkpC/6Als+3kJAGDTvD+j18o7NMeZmIRGX9yK7s4taLfkGo3oqkkMoJEFUNLUGDSKAQzsAjbDDd4F7OQEPG8BZK7qCUDmFaeUBEIQREOHegFHMT2W/sVvGwvgAtZYqbyWEDMz/uCW3G4okVk+C6DvUeB71QL+XSNC4aoogVzhE1a7f1yEtjnXIqVRhuaBC9apRA6wT1OTTyfGlPhCd4WnBpxeTDGDJBBnqS/WkJm8AlBnDeVFp0mqmhj2ncM4pk7r0pYgSW51jRgEyJKE8mc7YyB8ArBPeT7wvb4QuAflaN4FvHfjCuQeWgAcWoAtbhf6lSz3O06EhHRWDAiAWZA1ok/vqnc6KlF87jSaNm8T+r4NYgAZ7wL2ijv+WTUjiAUQkuYZcDkdsCckAdAJwGpaAJV7pRhAgiAaOmQBjDFYAFHHixolCSRQDCAfk6dYAHnRU15WrBnvclSgKrgrSwDOBZyz42lk/GuAvyUxiGvRqMtHZUVZUAGouJflSs/89UkgqiWPdwGXFXIX9Y4PYgEMJ7PaCBag+LOsqwOoj/GsrChFI2jfj2BIgmIB9J3HVe47XlzzuuFxJibjnJDGzZFLlKkoRv7Cx9UWfUfnDELTN3riCFc/LyBceSI1NlNTZNpzHV68+SeB6F3AnAD0PptMlmEVuLVzhf/M8olJsoEArHK/aIIgiBiABGCMwSTjDyP+Q1Wx/lhgLLD4BAK1XhznqivX1e4LlHAQCHdFKYRKba06k8Dg1AnJYO5UvQVw9b+nwfxsK5TsWsYN0t6fxSt4JYfHAijp6+p5xRZ/XVZRyM3HWyfQ5BPDbpdTkxBhkqtmDTWaq9aNzb1mkrboNAS4nFVceyUGEHycnO8c6c5TfscAHhdssakRNxXfPM7b9RpyD7+Bdp94avl1kDz19o79ulgdc+7MCaz+8BkUnj2pOS9vAXQoYs3NZwF7LYDcs2oWZI3o4uNbzZA0sZ+/78iHy+nwc/cL7uoJQKMvHlVNgiIIgogFSADGGIE6gTCpChZATQ04z1jeHXvgm1ew6x+5OHvckyjgrmISiOwohdlxzm+7S5eZGVwAavcNOvAyzIKsqXendyGrCSbeEiB+MYCKeObbyVUWcvPxriFnASwrLda6IKtpAeQFIF/8WdbEALq1GcIQ4HJWzfoqebuZaGIAOQGbIWsLRpczGwCPsCqzNPZdm3PTBrRAcl8ajr91AwbteQ6H39aGLfBJII5yr2ueF4CKBZAFsNZCGw9qFdxgXAmbXivvwLZX/qy1agMQ3OE/s3xmOmR/C2BVk6AIgiBiARKAsUYgtynvAvZaAK1eq4rL6cCmOVdi9X9mAtCW1VAsgHzf4EG//wtdXTtx8KNHPOPDjAF0Mo+1hzlKYXUW+u1361zAwbpqKJYYt8upJi/oSS/dj9Mz2mHNR8/C7XKqHUSY0yM09K47nwWQqznn4MSNsp3LMq0oLdQINjOrpgtYYwHk+xnzMYCyX8KFs7KK7ndBKQNj3GLOLmjXvFLwCEAT3HBa033nKT4RxtV8Iqm701NMuXelNjmFz0au9MZmaopaS/4WQEBrdfNLQnFpa/ydX/qzX1kbU5gWQCbL6t+J51oGAtBFFkCCIBoeJABjjMBZwLwL2CNgLHCDyTI2f/sv9C1fhUH75nqGanqregvxGhSCNrs8H9jhWgD/EDwWJOYo0dRWU9Bbs4RA8YyAej/r3n8KPZePMxxynnsvMlGAnF2z4aj0WRdFr0DQr5Uq5DhRYuaya1WLJLcWjtIijUhTBGCV48L40i+aLGBtlxG929pdXQsgeJEZeJ0rBTsAwMLc4AWdUPR76IsZZfgybfIE/8XC6RWAvAvX5wLWvldlxefU0AP9mohegc+jF2limMk6LpcTIt960KDmYbhfgAiCIGIJEoAxRkAByG1XrXoCg9vtgqTrHavprOAVPcbJDZ4PcynMGMBCS6bnuo4iJEv+AlAvJMUg7lTFMtTt8L/DujafYCJ4S4AEygLmLYAWFy8AvRZCTqA4Kko0FkCllZ2+yHRIwmn/xrRlYASwKpfgUbK5eRdwsILbTq8ANEPSWOusZccNx2uScAz2V8Cu+Z2vRelU+vPy1j3ZBSbL2vJAAJJf74NDzw4Ck2W/+Ztc/gJQXzbIHKYA1MelMu98eQFd1RhYgiCIWIDKwMQYgQQg7+bjP7xczkq/enuazgossABUarjJrvA+TMvtzQDXDpicxUhhJX4KQW/NClpU2TvnFFYeVlMGPk7L7A4QA6gIPE7o2Nwlvvl4LZK8ACzYswoJh1eov1u9AlCWJc23J33pHD8CloHhs5olbdcRMEhhrr2CkQUwWCs3p2gHZMAiSJr3I9Vx0nC8w8FJPIP7rRDsSOZ+55NmXJWKZZYvvOyGy+WEvgqlTXCho3QAR3/b4Td/k9u/xIuke8bNcpgWQL3ANshKJgFIEERDhCyAMUYgAShoysDwZTIqNTFXgL63qtcFZ2SNE0QwWYblf3PCmpsrqQUAwOIqgQ0GrjQ/C6BLU+KDR7H6aNxzwa7t4AWgVyD4xQAqSSC+NUyQfdYk0StMeAE4aM8cTVybFYoADJy0YEiA4s/BLIAiZLhDlODZb+qA0/AlbygdXURdckkgXGKC+poXa02k04bjHRW8+PJX5g4hsAXQpbjpdV1G3EFcrMc3fqcRjABgdftbAPUizRKuANSHNygWcb6tXA1a4REEQUQrJABjjYAWQP8YQMBbxJkTJ0UFZ3Dqv7PV31UXsEHGMBNE/LZ9Nbq4d4U3t7SWAACru8TPpQcAsu6DXmTuwBmWQdyWRvDnsUheF7Aus1SxJAncGiZxAlCxDApBXNM27zrp3cuhBKCm9EwAMSgwrQVQDMMCKAkWyPCVWlHqOYp8EkiQublMxgIwHf4iC+BEHGD4LDo4QQlok2Ykb3Y2n/zDJHfQJAvL4ZWaLGYAsEr+FkD9mLAFYIDEJL6tHMUAEgTRECEBGKUESjIIaAGUXMh/7ynsXvODpguEy1GhWjUAoPTVCzGg6Dv1d6VdnMUgu5VBRFlBONmgHmyNWwEAkt2FhvslXXFeE3MH7GnLKgtxdGbXsK/t5krMWGXPdfxiAJXYSC75JIX5MkoVK6oYpEOJTfDErOndklu/XxR8gnyfWjmAOJMljStfAPOzmuqRBDMkLhlDaemnTQLxvMcu5t+VQzL7BJvZIBFID59so1iWKyt8a+gMIgDdTu843gIouTUCy8G0XVgyyg/49SK2y6FdwFYWnmjzS7LxXotPSgk3BpYgCCKWIAEYpQQsPsuMBWC3U18i97dX0OXbGzQWQLfLqbEAtmTaQsBKCy4jAQhBhLPM0ypth7VnyDknNmkNAEhlRYb7ZT8XsDtghnGLkz+hNTNORDCCP49NVrpDBEgC4ZMdBC52UsmIDlHrz+Go8HMBD9g0NWC5GkAX7yjxFkDfe+WxAGpjOUPFX8qiWWMBVF3A8HcBHzO19D/e5HPZWsIQTbzQhrdWYOm5s+omSddGT9NmzXssbw2VJZcakuBmItzQitQkVupnwbQzf7e4PgnEFrYA1FkAZf+sZH2JGYIgiIYACcAoRZ+dqBLAApgKnxWGj/+SXI6gLk3lA9qoaDQTTJC8rdKc5pRQU0ZSuicLOA1lhvuV4sJO5sk96uLehb2f/cNwrFLPLlx4K5IiEJisix/85hFUlpdqBCCPIgBNQQpUA544OL0ABIDSg+sMRnvhLYAB4vP0LmCTwEIKQEmwQOa6bTCTvwVQucY5e2u/42XRotZvDEcAOjkB2PTk/7B73Y8oK/IJQP3aWrjnSvb259UU8OZiAN0wQdL1Dk5m5X5ZwEnMwAKoE2kJLDwXsJEAlCVJE3sqUwwgQRANEBKAUYo7kGs0UBkYDo0F0FkZtOCy0i7OapC0wQQRcoWnhIzbmua3X09SWpOg+5UODmWCz0046OR/DMdaw/wAV3BV+mLWlA9/phMj57n3Yss79wURgJ7tofr9OipKq1wHkLcAMilADKDs1vwOAHKIOoCyqI0BhFIGhnsGFAuwy+g9FM1we4sBWMPociJxX0w6SfvR5b/Xo6TAZ6k16dvz8W3WFAHI+LVwQ/LGALphhqSzAFoFN6TKEs22RMH/b0P5AqB0NkkUHHAZ/A3t3bgSB7at9jtOQZDdftZ3cgETBNEQIQEYpQSs/8akkOJDW8PMAQQpuKxY/qxGbeMEEYK3V65kCy0Ak9MaB92vWAArhISg4wAgUTa2IgbCVVqgvk6AA7IkGVrpep35OrAAVGIAA7TQU/AIQKNzBK5XIwQo/sx09Rt5CyDgs5oFgolmjdWMGWQBKzF0fI9jfrzSP9iK0BbALt/e4Let9PAW9bU+mYh/rpg3BlTkLayyW82ylQQRksG/JLnsj5DzcpZ7RGKx4LNUlxSe1YwpOncW5315DTr8X56afa5PshFkl19Wsr4vNUEQREOABGCU4gwU/C8bCxsevgyM5HSEaQE0zgIWvZ0ymD096DXLmQ0Wq021wBji7c/qEBKDngvQJmeEg1ReqL4WBYaCM8cgG1huEgQnElzGMYom71oE6qGs4KwoC9iTORBCANHHl6oRmNsvuYS5QlkArWq9RsDYBaxaHwX/JBBmsqhxd7Zqtrkzndqmvjbrvmzwz5VSoFvUZES7fTGAMMMp6CsCAkJ5aAHoqvA8p27BghLm+YLBu6YBoPC0r7uJyyvyjC2A2nvQxxcSBEE0BEgARimByn8w2e3X+F4PX8NMdju0FhcdVrjhdjkNy7ZAEGF2esSSYA9sAVzT5FpUTtoEACgVkgJPzCsAHKbQAtAmVO1Dl1VoRV3TN3oi7aNrDMe2cB8z3K64gM0hYgBdFSU1FIDGdQAFJvtbFt3BXeFM0CaBwCsATTCwAIpm7L7qM5xDqm+8aFFdwPYwLIBGNCnZ7bs87/KVZU2SjeA2sABKLp8FECZUGnw5MDvO+W3T4y73vP+SYEKp4ClFXVGiO45bW8U9rHexi8zt5/KlGECCIBoiJACjlID9d3XdIozgP8gll8Owz6+CKDCUl5UY7xREWL2t0sxJjQKfo80gNM70ZJiWi4EFYO6J9wEATlMQkVhdKgv9NgWqZZcI47U1McUCGPwD31VZbuyGN+iNq+7iLGPuyhJs+GYhis6d1cT8iUzyiwEUQlgAmSBqkkBg9lkANy9bjPx3n/RZAEULuvS/HGev5eIuTT4XsCnMott62suHfJfn7tOhS2QyOT3Pmd4CqFjY3IIZDoNnw+oMLQCVOEEZZpSbPG7gymKt5ZBv6aeIPL/alLLLr6QMWQAJgmiIUCu4KCVg+ykmBy4R48XOKtVwNOZ2wCQFFxHlJRqbkAabt+uCJTmwABRMvseo0pQChMiPcJtDWwAVDout0VY+GnKc6CgM+5yBuov4BGDw9ZUc1XABc+Obr3kGWewUtm9ZBJw3yjfGwAWsWM2CIXPCU+AsgH3+dxcAYLfZU0+RiR6haLZxMZgmCyTdv4EKZkWCUD2rF792TkelpjOwxet618RYypLa91mCGU5zEvTRCImuwpDXZQ6PAJQEk0dESlBLGCnwf1NKkpW7RFsWSWBuv4xifScdgiCIhgBZAKOUQAWA9f1ijbAK2i4GZjm4a+/op3813sFkJMqeD1ZbUuAED4Gr/eY0hU7wcJvDtwBWmEKXnwEAszOAFbMKKN0zLAbxkDxuh3EWsBBEFPIu4CxvLcYejs2AxgLo7wIWdC7gnbp6jAKTwAR/FzAvclWLpjdD2Gz1yTLBZIEkaAVgWRgxmoEwwydgXToLoN1rTTbxSTiaJBCT4bORLBWHvK4iAGXBBKfF83VGKWGkwGcwu1yVWPfZyxi0b65mjEn2ZSX7pkgCkCCIhkfcC8D58+cjOzsbdrsdOTk5WLt2baSnBCBw6QnGpCr1JpXKCpDmMu7rqjCg6HvD7YLsRjLzWAATUgOXeOEtgEonimAkVITfXSRcd7HVHVokhEIRJqEEoOwwrgPIgrnaA2Qea2MA/cW93nrb+NZFWJ09SXsMJ+AEc5D19wpAC28BFP0FYEUtCcB9yxZp9iVKigDUZgEzr8VNEsyQLMl+50xlod9bQRGAMMHlFYBKCSMFvuuH2+XEgK3T1N+V2pQic/u5gKvalpAgCCIWiGsB+NFHH+Ghhx7C9OnTsXHjRvTu3Rt5eXk4fTq4YKoPAiWBND/xEwpOHAr7PDm7ZqMVO1mtOQiyCyneortJaU0DjhM1AjB0Aeey9C5hz8FlIAiMSHKFjhMLhSJeLEHK5gCe0iyGMYBBEjaEQOfkLYCQ/dqemSTtOZs0a41B457hjmeaLGAjAah0eVEstVZOAAoms58ArKxBjKaydieP7MOgvc9r9iV5v0yYdGVglDIrsmCGzL3fSoFqo7p/ekSXJ2tcFs2QvSWLlBJGCnwrQtnlVM8P+GpTisztlz2uL0RNEATREIhrATh37lxMmDAB48ePR7du3fDGG28gMTER77zzTqSnFtDt1E4+hI5LrqyXOVhcxaorMTm9diyAx4RmyB7xcNhzkMJ0F7eTD4d9zkAombMWBBeAzFmmSShQENw1swCKzO3XvUQvAM1mrcDWWwBFU2ABCG8MoMYCyJifADRKxAgXZe1Kz/l/iUplHte5iVtfQXZDVmrywQxm80WjFgjB60rymL2xqrJgAvNmrIsObWY47wJ2uxyamoFKtKKJuSHpS/FQDCBBEA2QuE0CcTqd2LBhA6ZOnapuE0URQ4YMQX5+fgRn5kHfAuyY0Myvj2+tX5MJmtixBG/2pYNZYE8MbIkTqyAAf+86Ad24jiHFSNK0sfObkzW8GMDawAQ3ZEmCRQgeYym4KgwLQaef244jezejzXl9/PYFEoDgrGEik/wsgBZd/KYgar+zCZA1MYCixb8Oo5qY4X2fbHafi5cxGbKu7Z6rBgLQLMiQ3G5NZxZ+X+nMLLQVfEJM4LKAZdEMwe57v4vMjdHcfSa867q9FkDBBDHRk7Bkdmldx/zflOR2olRMQVO5EADgEBMAWRGAWouf6fQObF76QVjzIAii9mnctpvh/1WiZsStADx79iwkSUKzZs0025s1a4bdu3cbHuNwOOBw+D6Qi4trHndmRGnxOTh+93RXkJmANe3uBpxlaHn8vTq5nnpdIVEjxpKkQgBAiZCEIOWdNRZAZmCB4hHNVlgsvjFHhrwB+4oZ6CgdMBzPW4TqGjOT4HRUaDJXDXEZu4C7uHcBH1wKNu2cv1BjxqnRjOtyIcA/CSRUAo/HBewTgIJBtw+bUhbI6wLm1x9MhiRq/w24LTUT3S6XA65ybVJOJbPALriQLOiymmW3amGTBRNMdt/7XW5tghDGWBWr2xOqwAQzTF4BaA0mAF0OlJvSAG+GuUtQsqfdcOpcwAMKvwVWfRveRAiCqHXyj04kAVgHxK0ArA6zZ8/GzJkz6/w62z94ErneHrnbEgcgd9yzyH/7wVq/zvrUIUDnYei/7hEAwMGE7uhd4UuCUYLvy8QUBI4ABEROdIQSgILZBntiMtamXwlRdqLfBVdBuOgaYIZxoWneIlTXmCGhQle6xAjBXeFXr49n3au3IvH8G9Hj4mvVbSKMLYCmcp+Fy8QkPwGo9ETeY+6MsgH34Xz9XJiksboaWQCtzAUIPqGuEaey5GcBlK3hxV0GwuV0wM317z0uZMIKJ+wo9BsrMEmNsZMFC0wJPgHosqYDwTvhqdjkcu85TLB4a1ba3VoRynQCUDInqiVnlHU2MTcY5wLebusDixS8GDdBEHWLKa1lpKfQIIlbAdi0aVOYTCacOqV1q546dQrNmzc3PGbq1Kl46KGH1N+Li4vRunXr2p9cSnPAm7ehfrgbtPGqKQKTkNKik/q75dKHge9Gq7+nej99K8TggkCsggVQMHsEysApH4Y1RzEhdA9iHgezVLmLiIIZkl/pEsM5uY1dwAoDz30NLPsauLgIRX+cwrF9m2AN4AK2OXztyowsgFbZY40qHzAJ5+fd6ne8C4VrwAAAKKNJREFUwGS1vh9gHAOotGMTRIM/dyaD6bbX1O3u5gRgJbPAPOEHJP4zx7hVsswJQNEMS6Lv/ZbD6D+tYJd9FkBrkuc4m6x9LxmXpCO7XWrvZwBI8B5vYpJaB/Cw2Bo9pq4Mew4EQRCxRNwmgVitVvTr1w/Lli1Tt8myjGXLliE3N9fwGJvNhtTUVM1PXWBOb+Gbk5JVK9aNAGzXIxdbEnKwpslIdB041HCcI4RLkLcAIqQLOHSWMI85oWprLNXgkRYFBmdlaJOTyV0BWQ7dNaPo3FnYX+mObt+NDujiTnL6XMAmJgE6oai4b40se4ASA8gngZghM63SUjt8mPwFIGNMk0QCAIKthgLQ5YDsjQHcmXIBMlu2C5jJK8ouzgJohiXJJ/pYkPaDehK9X1aYaILJ4rHh6gt68xZA2e3UlKNJYB6xaIavGLemxR5BEEQDI24tgADw0EMPYezYsejfvz8GDhyIefPmoaysDOPHj4/ovBIa+czdigVQqAsLoCzBYrWh9+M/BB2n1FULBG8BDCUAlQ/ncLEkBu5AYkQ4JUOCUXYudKKNSarwS9YwYvf7DyMnhDUyVfKVrxEhQ5a0ruVG8NbOsxgX2C5vMQimc7+pvwsmEySIhi5n0SA+EEwC05XuEapodVXnwmxIFByePrsOjwAMVfSbdwEzwQQ7JwDFhHTNWCczq72Fi5AEM5OQJHhEXaK3+w0TzLDYPM+YXz1HjQXQAZPsi/U7bW6OFOkgTPDNR6qDvzmCIIhoIW4tgAAwevRovPDCC5g2bRr69OmDzZs347vvvvNLDKlvUjN9bmXlw5kFsAAeE8Kbq5v5v9VCoMxUHZI1uAA0mflCxMHSRQDRErpQNI8tuWpipIxVTWDq6fTF1QH3VTDP3M1ypXEdQB1d/wgurAEgnSty7OkFbCwsTVbtff3+l1VY0+1v6Df6SY0LVzSZIQf6szawAFozOvjVbjSFsLqu6fY39TVvbVR6CkuuSjCntyyLxSMAD4rZhucSmFsttMxEM+zJ6b556LrPlAg+MXnc0hbWJ48gv8VtAKBmbjPRDLPNk+VshTaZgy/Tk7x+Pjq59gIAziEVjiGzPedhbrU1nUwCkCCIBkxcC0AAmDx5Mg4fPgyHw4E1a9YgJycn0lNC42Y+ASh4LU36rFIAOC40Q9nVb4U83yk0wV5rN7/tAUuT6JDt6UH3V8UFbArgygwELwgCsfeaL7CuzzPYYe2FbV3uD/vca9M99RTXpQ8Pa3y5t1iwVa4MmgSikBpGBoNi0QIAEyQgQJs/vfWuVcceyLnxUVhtdk18qGgyB3SDi5xQ3DH0Q+S3m4S+eePAdOe2JAYXgN2H3am+roTv/XZ5HQpul1MtzMy8CSXWvyw2PJcg+xJfmGhBAi8AbVrrYTknACXRCovV5idqmWCCxSuWk1gFtq38DOWlnnqAAtep5Tz3XrXk0bErXkd6i/YAdC5gIa4dJARBNHDiXgBGI0kp6epri7PQ88LAGiHBpHW/BsAlWCAbJACEawEUdK44PXxcXygLYFVdwAlhCMDzzh+MASMnoftf/4eE5ueFfe7Wo2Zgz1VL0PueRX77XMx/vZUWaRa5EnKQJJDqkoFzaLL5dcN9zbL9BbwCbx0WRBOYYbaFtkRM9wuuRO7YZyCaTIBO6FgS04POMzHJJxCLBN9rNxQLoEMVgLB6RFvL9l2xusMD/nNiEuAtA8NEM5K5Zz85o41mbIXJl4wkid7nTGe9ZKJZLXRtEhh6rhiPPa/f5LlWgE4tZovdIybhSQRSytKQC5ggiIYMCcAox+7ydjMwcAHLgggT51JVXJR63ILF0J0lILQVCwBMIQSgiRMWQggLX1UsgGXMrlpzwsUawnrFY7EloHP/yzxWNB1Fgn8iRKXodS0yBxCGC7g6GHU02XLJW0hvapyZDkBrARRNEGCcoCKajb8s6DO3bUnpQecomnzX+73vQzguNEN+u8mqC9jtcsDkLcws2nyiTTCIYxSZBHit3Ey0wGQ248zELTh5+3okpWdqxvIdSlQBqP8CJJphtWt7Gfct/9WzK0CvZpPVDpP3S4xZkNXexIwEIEEQDRgSgFFOkuR1XxkJQJg0rkHeGsPjFqyaTFGFcF3A+lgsv/NwgkAMYQE0VyEGsFhIqXLWsDXBOIN1u60PVnd6SLPNZJQU4aVU9D+Pw+QRFnYWngsYAM6gakksRiQ3bRV0P5/EIZpMMAeoOSgE6NOsTwJJSAk959PwPBOdLx2NrOl7kTv2H3B76wnKLifMbk9WrcjVcTQWgC5NDCAAZGRlo3mbTmoyh4LL7DuXbLJ570nnAhbNmk4nPKYARbXNVrvmi4nkLWEjhehqQxAEEcuQAIxySs3pnhcG1ghZEGHiLCClJuOECSmABTBcAWhLDtGTVfC5HEVz8A9Ns9U4m9WIMlMqTKaqWWHMBhbGPebO6DF1JRJadNVsDyYuy5V153B6BUgSq4AcIFZPT6E5WAnt8DCHsoLydQBFsyeW0HBYgHAB3XY+BCEQqY9vR/GU35DK9YiWVBewExbJYwE02X0WQNHgvReYpMa56t25Vpt2vNvqLwChF/GCSdvphCOQBdBstcNi8Z1HLvR0B3HYav7eEQRBRCskAKOUnXmLsdU+AMk3vgEgiAWQEzHlFmPLjVu0+BX7BQAxQMapHntqk9CDlHNyMX5Ogzg6szV8q0q5JV11zYWLxe5fdkRx5ekzaYOJS4fFX0w7EzwuSZvggrO0IKz5lFozwhoXDLM1hNucF4Bms6/un35YIHGudwEH6fusYE9I0og/AJC8Ak52O2D1FmG2cBnFotXfMmdikpqcwXTWY70FUOay0ZliAdQJQGayQBBFVDL/58YsO/22AYDFatd8cbCWeASglBzE7U4QBBHjUJpblNItdziQ68tONRKATBA1LlWnJQ0wiHOXRKtfuy8gcH9aPeG4BBV4V5oDVlih7cZgZKELhNOSrrFw8qzOvBGNCrbiXNs8DOK2Z7XrgvwWf0HuiffVbUpShFIeRJ1LEHHpsqaDa4vsOY8lCWXMjiShEs7C4+HdQ0Jm2O3MAhHaAqgtAxNwWKB9ui8HwdYlGJLiAnY71c4cFs4lb2T97eLaCZzZ6R2gfTb0FkC+MDQze9dE79b23otTsMKuqwMYqK+yxwJoxTmkoBFKkFWyzXOq1BaG4wmCIBoCZAGMFQyTQMyaD3UpQAsvWbAY1hF0i+GJMXsQi5DMBDThytbwFkC3gegMKWY4JFtaQAHIbGno/Lc1GHTrLL99uXfNx/rUK3xjBc9jbtEJwGDWRSnB3+3NRBPOiR4xzIpPhr4BAHItWJFCJsJosoCDCMAA9yvoLIOB1jwUkjfO1PHHYbRknoLafFKOyWYcm+ebh/Y+zRarJhtbsHMWQK9Y9BO1igCEwbPHAlgAbQkQRBEnLG0BAC3g6c9sTc8KOl+CIIhYhgRgjGDsAhY11hrZaizUZFGbBJLfbjIOi62R+GfjkiN6bAnG3Rx2Wbqj8tHDagkNAJqsZLdBKy2bQcYtAKztOQNOZsKGgfN887alahJMNAjBH101RgyBLYDBhI6QaBD3KJpRYvYIQLEsdMcQADCn1VxEWGzB4yYFTR3AwG5tw04ggMaKJjEBgihi1/CPsbbH9CrNU3EBD9ozR93Gd/awcMkZRgW7BYMSQS7OSWHiOpQIZu+a6O/JKwBdVRCAyjNZktpRsz0pRPINQRBELEMCMFYwdAGbNIILFmOhJpusmhjATnl3oe207WjbuY/f2FLmLzbsCcbC0mVKQKKuUwdv4ZMMBGAga9bA6x+E+LeT6HrJdb6NtiAlXQTjWncKfGkTxQJotfvuTWZCcLGUYOD2FkyosHri3poWbQ96fQVb4/BExJaEgQH3WULFAHJCNpioNQUoA8NbAJX3rGtOHgb++SHDWLpAGGWaJ3DPBy9kSwX/Z1VvAQQAJ2dFNvP1Cb2hBILOqil4799lkMFrCSAAFVcza9pZsz2N68hDEATR0CABGCMYWgAFUZPIIBgE2QPefsKcxcwcJFO3YMx32Grvr/7uZKaAwsGo4LBGABpkHgc6F+Bx+fExgnwJET8CtMZT52ZgAeRdwPpuGflt79bOJdE4o9qV4EnqaC8fAuARkvlZtwWcR0pGeAKwPPN8w3Z9AGAN5QIWeBdw1S2A/Ha91bZCCN9lr9asBHBEbInVGTegUYYvjs7CdfaoEP0FoFGWMOPeJyuXja6IRb97UiyAgv8zbg0gAJUvAsmtumu2N84kCyBBEA0XEoAxgnESiFkTKG9pbGyx8FjDfJmhpiC1+Nqc1wdpo15Uf3cgSNaugRuWTwKRDSyAoeBLeJjswSyAoQSgvwWQd2UrvWMVcsc/hw0D5/r2GwhAgcmQE7VZvfss5yF34qvYlHSR4TzSM9sYbi+CTgAJgmHcGhDcres51vc+BLMAhhMDqO8jbORKDURBm6FwMRNWd34cbabtxKBJb2v289nFDtEgI9hQ6PqeW74toBJrqo95VH6XdPGnTkclEphxJxCF1t0v0Pwe0vJKEAQRw5AAjBGMgvuVLODf/7IKR8f8DGuScbYuM1kB5vsgDfXBxosIh+AbqxT/5a+vxxLCAhgKvudxICucfpwhmoxSz9gEToAUw1+AWLgYM6tBNwwGBjElU7fNc+6+j/4XaxuN8DsmKdX4PSkVdG51wQRXLfSeDVbb0BTA8suXUpF076lRIk8gcm97Gq5HD2LQzX813G/lSvTY5TK//aJRoWiuW42NSyhR4gX9Stt470Wf4LTx7clIEoILwLTGGdh0wXw4mQmbEi8IOpYgCCLWIQEYIxi7gD3bWnXsgdadeqvxT3qYyappD2YJUYqFFxFOTgA6xnyOA6b2vvOGcAFXxwLIk5bVMfDOEEkg0FgAvUkgFit2DvsIa5qMxL4BT/sdYuUSFuwpBkkgTIaguy4vgnm3s3pOmx2n4Ikb3GXxuRgrRK0AFASxSta2QASrbRjI/c6/3/r3zFUFAQjALyaUx5bgE90nGw/wn5+BBZB/wsxcApFSU1AveJUvSm5dDGCrs/8DAOw2a4uB6+k79C8onbQNPR/8Iug4giCIWIcEYIxg7ALWbguY5amzAAaLw9Pvd3KxVK079Qa75jV+Un7H8oH+wdM0ArMx9zWs6fYk2nXzFwnBrq3ZbeZjAH1juw0ahpz73kW/EXf6HWNL8lmYEo26YTAZnS69WbtJIwCNLWzS2G+w95ovUJjRT91WadbFN4omuKspAAUuISZ4Eojx+U1WrscuglsA+S8AVcXGPRuyLQ0F9+7U7DfuEsNbrn0CUAk1EHVrrnwJknUC0O51/xalBxeAANA4s2WVWhYSBEHEIiQAYwQm+7f38heAgVp9Ve3DjBcKLkFr1eKFKDN4fKwa97JxR4pQnJ93K3JufCz4oBDuZY0ADGUt9CJybnZD1y0DGmW0wP5R/+U2+cRXIAGY1a4Lzjt/sEa0OvUCUBCrbG3zHcu14gtiAQyU/MPX6tNnbvOxdGu6/Q3pE7+q3hyhc9sLAlLSta3WzAblbgQ+dIH/cuFdS1H3ZUZxZ8s6d7oS/yfb06s+cYIgiAYIdQKJEZjkn8HoJwADxX8JAqoixkx8TJjOkiKKnF3PoBQLn5TCx2/VNqFiAAVNDGB4tshmbT1lQMqYHYmJRhnInvuxcP1tNeLSwAWsmRP3frktBhZAwVJdzeybQjWSQCycANQngbg5C3DOjY/WbHI8ggiL1QY3E2EWvOtq1CuYe81/uVDef73VO1AYRAI8XUCEhPQaTJogCKLhQAIwRpDdLr9t+u4e/Iehk5lg5TNdWfjKghcK+kQOjQXQKAuYs8icbNQPbf84GvZ1q0QIq55oqboF0J6YjOIpv8FsNhsKTMUaxWcTa+Igg5TX0c9D1tU4FARR7aRRdcJzAZsDuP75Ys3691vSt1qrLbxr4YAVZm//QqM+znzsqqY1nNLfWeeqVazg+jaHorc/spgYfltDgiCIhgy5gGMEJrn9N+o+rDWxe1z5FqGKbzMvFPQ9hPkkCCMXMA9r1A6//2WVmgRRq4R0AXMJBSGKRvOkpjcJnMjgFRW2AIWxhVCudl48WxLh5NqceSyANY87C2YZDRQDaE/yWSP176k+lq62ELwZvw7unvW9fwGtAOTd28pb6mcBVAWr8Rceo/I+BEEQ8QgJwBhBlgwsgEGSQNx6y11VXMB8Vqio/4DVxnEFh6FVxx6oNKj5VlNCuYAzz/MVs84q3VU7F/UKQL43skn2vS9at7MB/HqZrBqRDkGsO2ubl0DZ37zgtTDtc6YPAagpq7MnYa/5PPS49kEAgJtzQvCt4kLRuJXHXa8XtSaviNRbAAGgnNlCfmkhCIKIF8gFHCsYCUC9C5j7MOQ/6JiAKrmANf2FdW7JUC5g7QQ91xTqIBZQX45FT+uOPXFEbIk28jGcSOyE5rVyVa8LmBMqfH9ZvQDcY+4CTXMxvmOHxQ6HYEUyKjy/i6bqC8AwLJzBWt/ZOZe21Rsrpx5XywJw0LhnADxjuM9mD24BBID9o/6LiqIz6NmuCwD/2oYmbxyh0TNXKdiMLekEQRBxCAnAGCG1dQ9A335W7wLmLIBytYuwaOPImK4Ataj5PYQLWBGAVRCfYROiFRwApN33M/I/exatLrm1dq7pvQ9eSFlkLjmHE6Xr+81Bp4uu1xwu6BJGXLybXhBrILZCv9duiAF7uvDWVJuuXVqgzOa6IJQLGAA69tZ2XDFZtKJZKSVj9MxVCglgsv8XKYIgiHiEBGCM0CVnKDacfRGy24kBm6Z6t2o/+PmSGPpszqqkl/KCIJgLOJQF0JbR3jvLOsgGDiOxI61RU+Te8ULtXdLArWgO0F+2x+VjNK5iABrRKphtcIpWqEsjmvzWujZxwxysqZ+KFVqBJNexAOSTaIwslKGkrd4CaFGLRfu/Vw7B7mcB3GXphtCVAQmCIBoeJABjiH4j7oTkdgNeAZhQekizny9eq+3SUbUyMDxM0FsAQ8cA7sxbjOL9+cjJG+s5pqa1TQwI5QKuG/zvQxszFyBjVYGbs2ixwyVoYwCrbQEMwwWsjwkNhL5HMqujJJBwCRW7qo8BNNs87nkjse4UE2DlOrxs+9NCZPcZXPNJEgRBxCAUER1j8Jm+rSv3avcF6AQiJjauthtW7wLWJoEYPz7dcodj0K2z1LFHO48HgNrtrxqk4HGdYWQB5C1mzDhjldvoe2mxwS3wde1MhgLQzcL5Ew0tAJ1h2f8MqEcLoBE7L/Z0nlnT7W+G+826xBalWLSRcHSZ7Oh56Q1YnXED1vWdjZ6XXoeUNIOWfwRBEHEAWQBjkDWNr0FOwZfY3X48crntfBKIAIa1PWfCdOgn9L1mEnbnZwM/LcUhsQ2yq3AtfQyYWJUkEC8Db3wcB7Zfiu6dz6/ClYMTCQugnNTMb5sVxi5gIwSdBVDTr1YUDePt3DDVyh+ps5olZkyZnYGTtTCBgAQXgH2G3AzHRdciJ0CGsFkXA2jz1hJ09ZsA/DpJs89lSoRoMmHQpLdrMF+CIIiGAQnAGKTvXW9hz7bxGNjnEs12vn6fAIaB108BMAUA0Gvw9TjUrC2atdHkpYYkqAUwzEQTQRTRoVctWv9Q/wJwfeoV6H3jk37bbawKSQWceDZZ7HCak6HoR0EwG1pU3WH8iSZkZGvnOuAFZGx4GcdbDEHusYUA/Fv6hcv510xC/h+/IbnzYPSs1hlqji1IeRi9C9jqzSTuO/QvOJLdA/YPRiETBQAAyVz75YgIgiBiFRKAMYjVZkfn/pf5bec/DI3asGV37e+3LST6JBAhtAu4XhDr99Ht/9Cnhtttgk8AiglG7eM4uDg8kzUBFfamQLl3lygYupjDid3recko5B/eiMQ2fdAbQP8RE4ARE3D2v28DxzxjXNW1AJrNyJ3wcrWODYeaRofqaxvyYrHNeX1wRExQ80FIABIEQfggAdiAMOtcwLWBfxmYCMTeGSBUobtHfdH7ituwaccSOLIGYpDBft56arLawBIz4DVOQQggaCWEXm9BFJE79h/+27lyPm4xuAWQ78lbnzBBqJEKNOna25l1reHc4GpjWkgAEgRBKJAAbEDw9fuMLIDVO6nWAiiG6MBRXwhBet5GCovVhr6PfRN4ACeezdYECCmZ6u+CIBpaAMMRgIHgRaU7RDYv35O3fqlbIS+JFl9FGIt/r2GCIIh4JTo+zYlagbcw1ZYF0M/VGiUWwFiEd59brHZYUn1JJYJJNHzPaiQAOZEshbAAVjdJpKbUQYlwDW6ulzWzkgAkCIJQIAHYQBFr2H3jsNgKAJB1wc3a80aJBbAqre2iBb6NntmWCHujFtxOk+E9SUL1LZ1815ZQAtBR3TIxNSRUGZiaInMCULSRACQIglCIkk9zorapqQu4+WPrcGbiFrTt3Eez3RSJ+ntGxKAA5JNmLDY7Upr4BKAomgxdwAW2rOpfjm8NaAouAE8PngMAyM++p9rXqw5HW+QBAA6Lrevk/Hx/ZdGWHGQkQRBEfBF9gVRErVBTF7DNnoiMrGy/7dGSBMIMxFJtU85sSBQcOIdUNNLt22Pugs7u3Yb7wsFqS4A9KVX9XXI5NPu3X/E+XKteR9Ytr1Xj7B4EE9fSL4QA7DX4epT3H4Lc5LRqX686nH/bs1i/rCfaD7iyTs7Pt9dLadmlTq5BEAQRi5AFsIFSF+3XAH0dwMjB6sECeOL6z7E5YRAKb/AvAdNo/GKsaXo9Sm75Kuzz8X1oLTY7UlJ90tFZckYj2ntceDX6PvYtmrXqUM3ZAyJnAWQhBCAAJNaz+AM8XzT6j5iAxpkt6+T8Cc4C9XV2d6PcbIIgiPiELIANFKG2soB1RIsFsK7uj6dDrwuAXt8b7sts2Q6Zk9+p0vmY5KsZaLUlaMQ0c7sM+9fWBJFLAmFme62eOxpxM9HvH1ob10E10dieSC5ggiAIhegw5xC1jqmBC0Am13/NuprCC0ClZuPqDg9gp7Uneg6/E1nXTkcZs2N18zG1cj1eACIOBKBs8O8sQQi/VR9BEEQ8QRbABopJqBsXabRkAcdiDggvABXr36BbZwGYBcDjgnX/7SgGWWonI1djAbQ0fAEoGQjA9f2fR8f1M/H7kAXoEYE5EQRBRCskAIkqES0xgKgHF3CtI4fuG6zvZFET+BhAIQ4sgEY1E/tfNRHsyjuRHjXPLUEQRHRA/xWJmKQ+soBrGz4JpD4QuZI9giWhXq8dCaQAvamj50sLQRBE9ED/GYnYJBZ9wFL9xqPxLmAhDlzAcg26phAEQcQbcSkADx06hDvuuAPt2rVDQkICOnTogOnTp8PppIDxaGTbZe/hd6EFdlzxgW9jLArAerZamsw+F7DJGgcWwPj8d0YQBFEt4jIGcPfu3ZBlGW+++SY6duyI7du3Y8KECSgrK8MLL7wQ6enFDvUkaHpeci1wybVoBQBLPdsSmtRN54i6pPNVU3D29Y+xP+MK1EdFOoFrBSfGhQWQBCBBEES4xKUAHDZsGIYNG6b+3r59e+zZswcLFiwgARjlbLnkLVQc34GcQcNCD44yGme2hPzUbxhUT+30TGbfn7fZllgv14wk5AImCIIIn7gUgEYUFRWhcePGQcc4HA44HL6WXcXFxXU9LUJH78tujPQUaoRYj72U480FLAdIAiEIgiD8of+YAPbv349XX30Vd911V9Bxs2fPRlpamvrTunXsuSGJ+IEv2m2yhG4FF+sYlYEhCIIgjGlQAvCJJ56AIAhBf3bv3q055tixYxg2bBhuuOEGTJgwIej5p06diqKiIvXn6NGjdXk7BFEjTGZfTcGGLAA3JV4IADje7c4Iz4QgCCJ2aFAu4Icffhjjxo0LOqZ9+/bq6+PHj+NPf/oTLrjgAvzzn/8MeX6bzQabreF+kBINCz4GkH/d0OgxZQkO7tuMgV0HRHoqBEEQMUOD+lTIyMhARkZGWGOPHTuGP/3pT+jXrx8WLlwYNS3OCKK2MHF1AEVzw/3iYrHa0K57TqSnQRAEEVM0KAEYLseOHcPgwYPRtm1bvPDCCzhz5oy6r3nz5hGcGUHUHnzCicXW8JNACIIgiPCJSwG4dOlS7N+/H/v370erVq00+1gsFhgmCANs9kSsaXo9BHcFBmZ3jvR0CIIgiCgiLv2e48aNA2PM8IcgGhI5k9/BwCkfRnoaBEEQRJQRlwKQIAiCIAginiEBSBAEQRAEEWeQACQIgiAIgogzSAASBEEQBEHEGSQACYIgCIIg4gwSgARBEARBEHEGCUCCIAiCIIg4gwQgQRAEQRBEnEECsIGx/vznAACrOz0c4ZkQBEEQBBGtxGUruIZM/2vuRtmfbsKglPRIT4UgCIIgiCiFLIANkCQSfwRBEARBBIEEIFF9MrpEegYEQRAEQVQDcgETVWbPVUtQsP0HDLie4gwJgiAIIhYhAUhUmc79LwP6XxbpaRAEQRAEUU3IBUwQBEEQBBFnkAAkCIIgCIKIM0gAEgRBEARBxBkkAAmCIAiCIOIMSgKpAYwxAEBxcXGEZ0IQBEEQRLgon9vK53g8QgKwBpSUlAAAWrduHeGZEARBEARRVUpKSpCWlhbpaUQEgcWz/K0hsizj+PHjSElJgSAItXru4uJitG7dGkePHkVqamqtnpug9a1raH3rFlrfuofWuG6J9PoyxlBSUoKsrCyIYnxGw5EFsAaIoohWrVrV6TVSU1Ppn08dQutbt9D61i20vnUPrXHdEsn1jVfLn0J8yl6CIAiCIIg4hgQgQRAEQRBEnEECMEqx2WyYPn06bDZbpKfSIKH1rVtofesWWt+6h9a4bqH1jTyUBEIQBEEQBBFnkAWQIAiCIAgiziABSBAEQRAEEWeQACQIgiAIgogzSAASBEEQBEHEGSQAo5D58+cjOzsbdrsdOTk5WLt2baSnFBP8/PPPuPrqq5GVlQVBEPD5559r9jPGMG3aNLRo0QIJCQkYMmQI9u3bpxlTUFCAMWPGIDU1Fenp6bjjjjtQWlpaj3cRvcyePRsDBgxASkoKMjMzMXLkSOzZs0czprKyEpMmTUKTJk2QnJyM66+/HqdOndKMOXLkCEaMGIHExERkZmbi0Ucfhdvtrs9biUoWLFiAXr16qYVxc3Nz8e2336r7aW1rl2effRaCIGDKlCnqNlrjmjFjxgwIgqD56dKli7qf1je6IAEYZXz00Ud46KGHMH36dGzcuBG9e/dGXl4eTp8+HempRT1lZWXo3bs35s+fb7h/zpw5eOWVV/DGG29gzZo1SEpKQl5eHiorK9UxY8aMwY4dO7B06VJ8/fXX+PnnnzFx4sT6uoWoZuXKlZg0aRJWr16NpUuXwuVyYejQoSgrK1PHPPjgg/jqq6/wySefYOXKlTh+/Diuu+46db8kSRgxYgScTid+/fVXvPvuu1i0aBGmTZsWiVuKKlq1aoVnn30WGzZswPr163HZZZfh2muvxY4dOwDQ2tYm69atw5tvvolevXppttMa15zu3bvjxIkT6s8vv/yi7qP1jTIYEVUMHDiQTZo0Sf1dkiSWlZXFZs+eHcFZxR4A2JIlS9TfZVlmzZs3Z88//7y6rbCwkNlsNvbhhx8yxhjbuXMnA8DWrVunjvn222+ZIAjs2LFj9Tb3WOH06dMMAFu5ciVjzLOeFouFffLJJ+qYXbt2MQAsPz+fMcbYN998w0RRZCdPnlTHLFiwgKWmpjKHw1G/NxADNGrUiL399tu0trVISUkJ69SpE1u6dCm79NJL2QMPPMAYo+e3Npg+fTrr3bu34T5a3+iDLIBRhNPpxIYNGzBkyBB1myiKGDJkCPLz8yM4s9jn4MGDOHnypGZt09LSkJOTo65tfn4+0tPT0b9/f3XMkCFDIIoi1qxZU+9zjnaKiooAAI0bNwYAbNiwAS6XS7PGXbp0QZs2bTRr3LNnTzRr1kwdk5eXh+LiYtXSRXgsIYsXL0ZZWRlyc3NpbWuRSZMmYcSIEZq1BOj5rS327duHrKwstG/fHmPGjMGRI0cA0PpGI+ZIT4DwcfbsWUiSpHn4AaBZs2bYvXt3hGbVMDh58iQAGK6tsu/kyZPIzMzU7DebzWjcuLE6hvAgyzKmTJmCCy+8ED169ADgWT+r1Yr09HTNWP0aG70Hyr54Z9u2bcjNzUVlZSWSk5OxZMkSdOvWDZs3b6a1rQUWL16MjRs3Yt26dX776PmtOTk5OVi0aBE6d+6MEydOYObMmbj44ouxfft2Wt8ohAQgQRBVZtKkSdi+fbsmvoeoOZ07d8bmzZtRVFSETz/9FGPHjsXKlSsjPa0GwdGjR/HAAw9g6dKlsNvtkZ5Og2T48OHq6169eiEnJwdt27bFxx9/jISEhAjOjDCCXMBRRNOmTWEymfyyok6dOoXmzZtHaFYNA2X9gq1t8+bN/ZJt3G43CgoKaP05Jk+ejK+//horVqxAq1at1O3NmzeH0+lEYWGhZrx+jY3eA2VfvGO1WtGxY0f069cPs2fPRu/evfHyyy/T2tYCGzZswOnTp3H++efDbDbDbDZj5cqVeOWVV2A2m9GsWTNa41omPT0d5513Hvbv30/PcBRCAjCKsFqt6NevH5YtW6Zuk2UZy5YtQ25ubgRnFvu0a9cOzZs316xtcXEx1qxZo65tbm4uCgsLsWHDBnXM8uXLIcsycnJy6n3O0QZjDJMnT8aSJUuwfPlytGvXTrO/X79+sFgsmjXes2cPjhw5olnjbdu2aYT20qVLkZqaim7dutXPjcQQsizD4XDQ2tYCl19+ObZt24bNmzerP/3798eYMWPU17TGtUtpaSkOHDiAFi1a0DMcjUQ6C4XQsnjxYmaz2diiRYvYzp072cSJE1l6eromK4owpqSkhG3atIlt2rSJAWBz585lmzZtYocPH2aMMfbss8+y9PR09sUXX7CtW7eya6+9lrVr145VVFSo5xg2bBjr27cvW7NmDfvll19Yp06d2M033xypW4oq7rnnHpaWlsZ++uknduLECfWnvLxcHXP33XezNm3asOXLl7P169ez3Nxclpubq+53u92sR48ebOjQoWzz5s3su+++YxkZGWzq1KmRuKWo4oknnmArV65kBw8eZFu3bmVPPPEEEwSB/fDDD4wxWtu6gM8CZozWuKY8/PDD7KeffmIHDx5kq1atYkOGDGFNmzZlp0+fZozR+kYbJACjkFdffZW1adOGWa1WNnDgQLZ69epITykmWLFiBQPg9zN27FjGmKcUzFNPPcWaNWvGbDYbu/zyy9mePXs05/jjjz/YzTffzJKTk1lqaiobP348KykpicDdRB9GawuALVy4UB1TUVHB7r33XtaoUSOWmJjIRo0axU6cOKE5z6FDh9jw4cNZQkICa9q0KXv44YeZy+Wq57uJPm6//XbWtm1bZrVaWUZGBrv88stV8ccYrW1doBeAtMY1Y/To0axFixbMarWyli1bstGjR7P9+/er+2l9owuBMcYiY3skCIIgCIIgIgHFABIEQRAEQcQZJAAJgiAIgiDiDBKABEEQBEEQcQYJQIIgCIIgiDiDBCBBEARBEEScQQKQIAiCIAgiziABSBAEQRAEEWeQACQIgiAIgogzSAASBEEQBEHEGSQACYIgCIIg4gwSgARBEARBEHEGCUCCIAiCIIg4gwQgQRAEQRBEnEECkCAIgiAIIs4gAUgQBEEQBBFnkAAkCIIgCIKIM0gAEgRBEARBxBkkAAmCIAiCIOIMEoAEQRAEQRBxBglAgiAIgiCIOIMEIEEQBEEQRJxBApAgCIIgCCLOIAFIEARBEAQRZ5AAJAiCIAiCiDNIABIEQRAEQcQZJAAJgiAIgiDiDBKABEEQBEEQcQYJQIIgCIIgiDiDBCBBEARBEEScQQKQIAiCIAgiziABSBAEQRAEEWf8PxuNWeJHbhQyAAAAAElFTkSuQmCC",
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   "source": [
    "InData512_f32 = np.array([\n",
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0.907160, -0.332810, 0.441882, 0.161483, -0.285279, 0.330081, 0.840288, -0.647482, -0.610752, -0.554050, -0.595720, 0.126536, -0.023895, 1.199746, 0.307062, -0.191269, 0.027701, -0.956335, -0.120886, 1.413849, -0.725835, -0.486128, -1.491741, -0.394103, 1.423170, 2.738013, 0.385669, -0.258032, 0.706057, 0.573821, 0.012564, -1.161194, -0.131006, 2.072893, 0.349411, -0.977222, 0.165970, 1.205732, -0.130851, 0.830441, -0.152122, -2.039411, -0.938690, 1.150102, 1.380498, 0.484244, -0.051642, -1.207078, -0.274503, -1.672724, -1.503166, -0.727019, -0.689761, 0.400237, -1.146422, -0.227407, -1.092866, 0.192106, -0.157041, 1.104443, 1.295593, -0.439955, -0.650771, -0.689631, -0.343552, 1.682328, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 0.000000, 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    "\n",
    "out_swapped_fft = np.array([\n",
    "\t32.651058-3.852409j, 14.631202-33.069401j, -15.993441-10.269589j, 10.077525-4.102483j, -10.660104-22.723856j, -18.316994+1.821115j, -9.495000+6.586064j, -2.040689+10.098244j, -1.232391+6.123141j, 7.521570+13.954323j, 16.086464-6.595317j, -3.980610-5.562147j, 7.801585+1.927583j, 2.579047-12.669276j, -7.832797-5.468114j, -6.248422+1.538785j, 0.654922+0.581359j, -7.619239-3.908672j, -5.252488+6.711881j, -7.254842+0.705046j, -7.794812+20.976902j, 19.608627+13.171099j, 9.506496-7.347134j, -0.078217+0.311038j, 6.255659+1.718670j, 3.064541-2.958694j, 4.572676-1.344740j, -2.832515-9.813630j, -12.319475+6.298377j, 3.832232+11.598812j, 2.667474-0.291759j, -9.941708+13.158790j, 21.964336+28.178642j, 30.132509-14.541609j, -2.963668-7.755012j, 14.431686+4.860379j, 16.607712-14.477516j, -2.370057-19.467449j, -9.122329-2.360904j, -1.392905-0.228496j, -0.877896+5.034267j, 7.298155+0.342291j, 2.282483+1.796103j, 12.553582+0.829151j, 9.829009-9.310927j, 2.138544-12.697723j, -4.531051-4.529885j, 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15.819778+5.620175j, -8.931188-13.693523j, -3.884086+15.670119j, 1.935504-6.576016j, -8.333904+14.995318j, 12.423863+0.692426j, -8.112177+3.364686j, 7.511516+9.978999j, 4.000205+6.963357j, 22.596252+2.781683j, 1.333969-23.026747j, -8.398773+7.966402j, 11.627989-11.550070j, -25.035688+0.637998j, 17.884069+22.416512j, 6.998672-19.700056j, -6.415657+2.334258j, -6.768681-0.061120j, 9.552249+20.937313j, 19.799309-16.952065j, -6.438362-7.199258j, -3.489593-9.409893j, -10.735731+11.192446j, 12.639445+0.768620j, -4.398102-2.331332j, 4.148128+3.285141j, 4.838712+0.292995j, 0.561625-6.835143j, -0.942147+13.380308j, 27.021355-7.664695j, -7.715078-23.576464j, -8.694389+3.136392j, 5.280505-1.813653j, -4.484971-10.052844j, -6.432832+4.284908j, 1.638920+1.765032j, 10.890324+2.486134j, 1.485267-23.346882j, -13.044667+3.009238j, -3.507029-16.899157j, -31.728615+23.309189j, 32.555206+15.711725j, -6.332571-13.481483j, 13.524842+10.605658j, 6.303932-15.986759j, 2.186241-8.350112j, -7.961061-7.911790j, 8.870409-4.967389j, -14.638113-21.849295j, -11.876534+3.661693j, -12.937300-5.765553j, -9.521791+8.398598j, -12.346840+2.639323j, 0.098036+19.877247j, 5.230243-2.919450j, -3.258969+10.459291j, 10.274037+2.504510j, 6.853528-0.569242j, 6.350770-12.378557j, -9.828152-7.654227j, -4.989619+0.306477j, -6.126272+1.126325j, 3.015649+5.157549j, 2.111258-12.808494j, -17.338320-3.076812j, -9.039972+4.209728j, -13.694386+16.178490j, 16.901619+11.235696j, -10.501494-5.286672j, 13.035923+22.390678j, 9.500916-22.253328j, -14.388872+8.705009j, 10.967611+0.325152j, -4.583318-4.317179j, -5.310126+0.099594j, -2.555108+10.233989j, 5.588500-1.323610j, -6.471794+3.882358j, 1.447896+9.158690j, 10.540359+11.586682j, 14.753000-9.066430j, -1.082914-0.217580j, 13.261599-8.974021j, -9.700832-6.831510j, 11.347434-1.517187j, -12.781824-17.943142j, -7.036916+13.565320j, 8.781238-3.123430j, 2.378115-9.414248j, -14.994183-13.264423j, -9.414747+15.502662j, 8.574962-8.662226j, -19.747309-3.679059j, -6.716625+13.449944j, 5.005380+10.433420j, 6.419919-9.238574j, -15.557996+1.161305j, 3.216399+6.453013j, -10.392434-2.034479j, -7.572692+12.411485j, 0.337928+17.989071j, 17.849659+1.189261j, -15.073044-1.210077j, 15.737026+24.937576j, 11.948590-15.192759j, -2.443774+4.816825j, 0.924101-2.425878j, 7.174054+15.938520j, 21.828964-17.927679j, -17.979286-14.688888j, -10.689379+11.700367j, 9.636776+12.356564j, 8.211926-13.778756j, -17.861328-0.449811j, -4.759840+15.372526j, 3.207678+19.716595j, 22.506702+16.269730j, ])\n",
    "\n",
    "out_rfft = np.array([\n",
    "\t28.798649+0.000000j, 10.218072-20.629032j, -1.435192-5.511344j, 8.016985-17.358570j, -26.010265-14.164759j, -10.206717+21.406057j, 10.220248+5.957965j, 4.123065-6.044592j, -14.688830+2.492682j, 13.489190+23.270086j, 15.721241-16.261465j, -5.155892+1.399428j, 5.262958-7.006660j, -5.746079+8.100079j, 15.558299-5.255702j, -11.306784-2.993419j, 11.797853+7.955505j, 4.070904-8.514659j, 2.662584-6.076693j, -9.832850-0.002994j, 12.352485+9.270091j, 4.473482-12.824169j, -0.440861+1.670146j, 8.331175-4.116242j, 5.144418-14.274096j, -14.949945-9.510834j, 2.450593+7.128386j, -4.504470-16.695601j, -17.386789+9.695619j, 3.875691+9.444458j, 5.231339+4.882439j, 4.456736-3.816268j, 2.671051+5.051780j, 9.659456-11.981504j, -14.364909-0.585811j, 11.733017+7.241818j, -2.661565-11.984555j, -2.874637+8.751230j, 9.249643-0.266205j, 4.645042-5.489139j, -1.061437-3.992368j, 5.601292+0.320650j, 3.905080-9.288310j, -0.474598-7.585930j, -6.926471-5.174684j, 3.602170+0.492160j, -10.333233-11.898495j, -2.730307+19.375628j, 15.893845-13.134987j, -14.545721+3.606754j, 23.951662+4.781870j, 3.187908-24.051975j, -4.847005-10.499020j, -10.196072-8.293255j, 1.347253+0.359442j, -3.673705-18.554127j, -18.020294-2.063012j, -5.552691-0.007619j, -12.233575+3.702561j, 5.481968+6.759140j, -2.865132-8.848737j, -2.382421+1.292061j, -7.027775-7.705799j, -2.630388+9.300665j, 5.644979-12.417481j, -10.538517-5.188170j, -6.970992-9.411934j, -14.459587+0.839890j, -11.954743-8.124262j, -25.780888+15.217915j, 2.388068+12.852713j, -8.117551+8.975580j, 0.854050+7.174235j, -3.664840+15.822110j, 13.252442-1.293886j, -11.022552+13.511320j, 37.405106-0.963600j, -23.338247-34.654129j, -13.113241+20.999163j, -6.273432-3.434998j, -5.848349+23.306431j, 15.803915+2.645295j, 2.203678-5.938173j, -8.928838-5.015276j, -8.244528+12.879723j, 9.430525+7.220379j, -2.889950-9.221718j, -15.755576+17.875120j, 23.361032+14.615115j, 1.000226-12.805300j, 0.740471+8.990553j, 6.196052-2.480259j, 2.494270-2.059990j, -3.430922+0.025764j, 8.366371-0.188136j, -11.231386-9.253601j, -3.139174+12.163430j, -4.388525+4.406274j, 15.232663+17.752550j, 11.090270-19.725756j, -9.862200+0.125783j, -6.139088-0.493246j, 3.752681+21.712154j, 21.994236-17.655743j, -24.391607-4.916272j, 8.596154+15.149437j, -4.986226-7.483665j, -1.844366+22.325512j, 22.870890+2.559182j, 7.609790-5.802954j, 9.744070-10.267048j, -7.969732-4.348710j, 13.893387+1.541060j, -5.397792-17.684055j, 0.130806+6.375126j, -1.419607-15.553858j, -9.789181+11.832573j, 16.405613-4.609387j, -7.875008-13.608949j, -7.245975+3.806598j, 7.016243+0.570769j, -3.555756-14.560318j, -13.278559+2.885166j, 1.024107+6.253307j, 8.231169-5.177861j, -13.500040-18.326202j, -19.953821+13.898256j, 2.795281+8.983613j, 1.303416+4.853063j, -5.092299-7.021502j, -14.494475+24.594175j, 33.632591+9.064558j, -4.617493-26.038403j, -12.518670+9.995646j, 2.418811+2.033737j, -5.983962+4.652069j, -2.009815+11.742283j, 11.100711+16.685120j, 19.785093-4.489817j, 0.866812-3.046294j, 16.297112-2.062016j, -5.338497-15.160295j, 4.268333+14.380848j, 20.796619-16.815351j, -10.253088-14.227901j, 1.287169+2.004054j, 10.108938-10.152618j, -5.908164-23.857870j, -20.706339+0.554981j, 6.745893+1.502690j, -11.953109-17.159796j, -13.707065+9.790253j, 3.806096-3.704054j, -12.907507-4.167116j, -5.506494+0.473738j, -17.426331+0.680160j, -7.141344+17.767269j, 2.815536+12.385336j, 15.499915+7.575341j, 8.067528-17.845474j, -17.332556-11.171567j, -20.179737+13.606750j, 9.897459+20.953041j, 6.172032-6.765481j, -1.307712+10.650105j, 14.306901-5.582633j, -8.514380-7.588226j, -3.298973+5.418982j, -0.726281+6.948132j, 14.467581+7.707333j, 14.393724-18.886017j, -14.733839-17.175989j, -14.699995+3.532452j, -3.855253+13.093687j, 16.029327-0.182447j, -6.407104-14.076989j, 1.618618+0.828807j, -11.671511-18.829243j, -16.449024+13.423622j, 3.333872-2.621942j, -12.088003+1.030878j, -6.421059+0.428158j, -13.542485+11.397467j, 6.773154+12.422448j, 5.472596-4.626885j, -10.877612-7.482751j, -12.343210+12.471834j, 2.872322+7.573662j, -0.307759+3.864444j, -0.397692-1.890157j, -6.987870+2.020137j, -6.084980-1.803261j, -17.911430+6.485740j, -9.911907+15.733246j, -9.682377+19.251247j, 1.565266+31.536560j, 28.100151+21.355705j, 18.820871-10.450594j, -1.200694-2.402596j, -5.631664+1.516141j, -4.145816+26.274120j, 30.896423+19.079342j, 27.617939-11.243136j, 5.599506-17.485493j, 3.454703-4.120268j, 1.711433-16.854599j, -13.970543-2.352516j, -7.311661+2.392512j, -4.280260+17.043880j, 14.806154+0.295773j, -8.586691+1.336399j, 9.503985+13.515036j, 12.172163-0.180935j, 7.718055-8.315487j, -4.177706-0.850425j, 7.285364-1.345251j, -6.288253-5.144278j, -4.590052+3.898047j, -7.831613+13.681381j, 15.257580+19.152248j, 18.186363+2.275381j, 15.960268-6.592582j, 1.700409+0.337690j, 31.820486+1.042917j, 6.511462-41.070004j, -21.435360-3.409737j, 6.217372+2.050768j, 2.334656-11.568602j, -9.926868-9.867183j, -7.742792+8.620692j, 10.697044-0.189100j, -1.732822-10.231199j, -5.605384-2.542822j, -3.404012+6.006140j, 16.367277-0.221294j, -0.422851-24.833963j, -16.930897-5.253798j, -7.814425-2.742518j, -15.487764-0.377088j, -11.352215+13.383084j, 6.706728+8.563408j, -10.014681-5.742281j, -7.654070+25.149986j, 20.273716+5.576596j, 0.094854-4.117419j, 2.099383+4.535697j, 7.539277+6.272372j, 15.861344-8.611916j, -4.522847-18.319347j, -16.853132-4.442469j, -10.078472+11.728465j, 0.101649+5.806188j, -2.511165+8.109285j, -2.699300+2.116440j, -11.350571+24.474838j, 26.919834+28.710098j, 36.503468+0.000000j, ])\n",
    "\n",
    "\n",
    "in_ifft = np.array([\n",
    "\t32.651058-3.852409j, 14.631202-33.069401j, -15.993441-10.269589j, 10.077525-4.102483j, -10.660103-22.723856j, -18.316994+1.821115j, -9.494999+6.586063j, -2.040689+10.098244j, -1.232391+6.123142j, 7.521570+13.954323j, 16.086464-6.595316j, -3.980610-5.562147j, 7.801585+1.927583j, 2.579047-12.669274j, -7.832797-5.468112j, -6.248422+1.538785j, 0.654923+0.581359j, -7.619240-3.908672j, -5.252488+6.711880j, -7.254842+0.705046j, -7.794812+20.976902j, 19.608625+13.171099j, 9.506496-7.347134j, -0.078217+0.311038j, 6.255659+1.718670j, 3.064540-2.958693j, 4.572676-1.344740j, -2.832515-9.813630j, -12.319475+6.298378j, 3.832232+11.598812j, 2.667474-0.291759j, -9.941708+13.158789j, 21.964336+28.178642j, 30.132509-14.541607j, -2.963667-7.755012j, 14.431686+4.860379j, 16.607712-14.477516j, -2.370058-19.467449j, -9.122329-2.360904j, -1.392906-0.228496j, -0.877896+5.034267j, 7.298155+0.342291j, 2.282482+1.796103j, 12.553582+0.829150j, 9.829010-9.310928j, 2.138544-12.697723j, -4.531051-4.529885j, 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    "\n",
    "out_swapped_fft = np.array([\n",
    "\t-0.045364-0.397542j, 0.966905+0.045723j, 1.081210+1.906924j, -1.058071+0.083428j, -1.046124-1.209016j, 1.345248-0.157921j, 1.436736-0.655915j, 0.116940+0.526450j, -0.443819-2.588058j, 1.587875+0.268503j, -1.188751+0.115194j, -0.145213+0.773754j, -1.208171+0.462140j, 0.564769-0.521425j, 1.448352+0.029410j, 0.176029-0.085073j, -0.006357+1.174212j, 0.515946-0.588763j, 0.814706-1.443313j, -0.465744+0.055484j, 0.606594+0.608507j, 1.981033-0.709999j, 1.556715-2.725399j, 1.726730-0.490765j, 1.746351+0.373435j, 1.096259+1.542118j, 0.788685+0.222567j, -1.101744+0.671815j, 1.144319-0.891273j, 0.916301-1.168762j, 0.249280+0.128486j, 1.299277+1.621620j, -0.004622+0.453836j, 0.315274+0.034521j, 1.495170-0.526604j, 1.337490+1.057232j, -0.745779-0.277382j, 0.542426+0.305648j, 0.755021-1.828594j, 0.863298+0.571188j, -1.894658+1.909670j, 0.191635-0.440887j, 0.779866-0.179246j, 0.070533-0.201185j, 1.038710+0.320657j, -0.435179+0.310760j, -0.958343-1.023328j, 3.322355-0.319114j, 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    "\n",
    "out_rfft = np.array([\n",
    "\t-0.045364, -0.397542, 0.966905, 0.045723, 1.081210, 1.906924, -1.058071, 0.083428, -1.046124, -1.209016, 1.345248, -0.157921, 1.436736, -0.655915, 0.116940, 0.526450, -0.443819, -2.588058, 1.587875, 0.268503, -1.188751, 0.115194, -0.145213, 0.773754, -1.208171, 0.462140, 0.564769, -0.521425, 1.448352, 0.029410, 0.176029, -0.085073, -0.006357, 1.174212, 0.515946, -0.588763, 0.814706, -1.443313, -0.465744, 0.055484, 0.606594, 0.608507, 1.981033, -0.709999, 1.556715, -2.725399, 1.726730, -0.490765, 1.746351, 0.373435, 1.096259, 1.542118, 0.788685, 0.222567, -1.101744, 0.671815, 1.144319, -0.891273, 0.916301, -1.168762, 0.249280, 0.128486, 1.299277, 1.621620, -0.004622, 0.453836, 0.315274, 0.034521, 1.495170, -0.526604, 1.337490, 1.057232, -0.745779, -0.277382, 0.542426, 0.305648, 0.755021, -1.828594, 0.863298, 0.571188, -1.894658, 1.909670, 0.191635, -0.440887, 0.779866, -0.179246, 0.070533, -0.201185, 1.038710, 0.320657, -0.435179, 0.310760, -0.958343, -1.023328, 3.322355, 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    "\n",
    "OutFFT512_f32 = np.array([\n",
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    "\n",
    "InBuff512_f32 = np.array([\n",
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-0.000000, 0.000000, -0.000000, 0.000000, -0.000000, 0.000000, 0.000000, 0.000000, -0.000000, -0.000000, 0.000000, 0.000000, -0.000000, 0.000000, 0.000000, 0.000000, -0.000000, 0.000000, -0.000000, -0.000000, -0.000000, 0.000000, -0.000000, -0.000000, -0.000000, 0.000000, 0.000000, 0.000000, -0.000000, -0.000000, -0.000000, 0.000000, 0.000000, -0.000000, -0.000000, 0.000000, 0.000000, 0.000000, 0.000000, ])\n",
    "\n",
    "fis, axs = plt.subplots(2)\n",
    "axs[0].plot(np.abs(np.fft.rfft(InData512_f32)), label=\"numpy\")\n",
    "axs[0].plot(np.abs(OutFFT512_f32), label=\"gap\")\n",
    "axs[0].plot(np.abs(np.fft.rfft(InBuff512_f32)), label=\"gap_rec\")\n",
    "axs[0].set_title(\"out rfft\")\n",
    "axs[0].legend()\n",
    "\n",
    "axs[1].plot(InData512_f32, label=\"original\")\n",
    "#axs[1].plot(np.fft.irfft(OutFFT512_f32[:-1]), label=\"numpy_rec\")\n",
    "axs[1].plot(InBuff512_f32, label=\"reconstructed\")\n",
    "axs[1].set_title(\"Reconstructed signal\")\n",
    "axs[1].legend()\n",
    "\n",
    "\n",
    "print(qsnr(np.abs(np.fft.rfft(InData512_f32)), np.abs(OutFFT512_f32)))\n",
    "print(qsnr(InData512_f32, InBuff512_f32))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 97,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f8f89219310>]"
      ]
     },
     "execution_count": 97,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "7ff4fa019ec3403dad7974a69f8367ac",
       "version_major": 2,
       "version_minor": 0
      },
      "image/png": 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",
      "text/html": [
       "\n",
       "            <div style=\"display: inline-block;\">\n",
       "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
       "                    Figure\n",
       "                </div>\n",
       "                <img src='' width=640.0/>\n",
       "            </div>\n",
       "        "
      ],
      "text/plain": [
       "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# np.fft.ifft(in_ifft) ===== out_swapped_fft\n",
    "in_ifft_2 = in_ifft.copy()\n",
    "in_ifft_2[0] += (0.071296 - 1j*0.071296) * 256\n",
    "np_inv_fft = np.fft.ifft(in_ifft_2)\n",
    "np_inv_fft_rec = np.empty(len(np_inv_fft)*2)\n",
    "np_inv_fft_rec[::2] = np_inv_fft.real\n",
    "np_inv_fft_rec[1::2] = np_inv_fft.imag\n",
    "\n",
    "plt.figure()\n",
    "plt.plot(np_inv_fft_rec)\n",
    "plt.plot(InData512_f32, '--')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 102,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(28.798649+0j)"
      ]
     },
     "execution_count": 102,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "OutFFT512_f32[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 103,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(28.798649000000008+0j)"
      ]
     },
     "execution_count": 103,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "np.fft.rfft(InData512_f32)[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "256"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(in_ifft)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f8f8af6b4f0>]"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "86eb9e0cad814febacf1b118992a1bbe",
       "version_major": 2,
       "version_minor": 0
      },
      "image/png": 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",
      "text/html": [
       "\n",
       "            <div style=\"display: inline-block;\">\n",
       "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
       "                    Figure\n",
       "                </div>\n",
       "                <img src='' width=640.0/>\n",
       "            </div>\n",
       "        "
      ],
      "text/plain": [
       "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure()\n",
    "plt.plot(np.abs(np.fft.ifft(in_ifft)))\n",
    "plt.plot(np.abs(out_swapped_fft))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
